From 5682d6c4a999a54a0ca2aa24f7d8dea0d92c236e Mon Sep 17 00:00:00 2001 From: Sergey Rodin Date: Wed, 19 Jun 2024 10:11:56 +0700 Subject: [PATCH 01/12] feat: add sample blog post --- blog/example-post.md | 24 +++++++++++++++++++ docusaurus.config.js | 11 +++++++++ src/components/homepage-features/Features.tsx | 12 +++++++++- src/components/homepage-features/blog.svg | 24 +++++++++++++++++++ 4 files changed, 70 insertions(+), 1 deletion(-) create mode 100644 blog/example-post.md create mode 100644 src/components/homepage-features/blog.svg diff --git a/blog/example-post.md b/blog/example-post.md new file mode 100644 index 0000000..b167c98 --- /dev/null +++ b/blog/example-post.md @@ -0,0 +1,24 @@ +--- +title: Welcome Ronin blog +description: First post on the Ronin technical blog. +slug: welcome-ronin +authors: + - name: Sergey Rodin + title: Technical writer + url: https://github.com/RodinGologin + image_url: https://github.com/RodinGolodin.png + - name: Phuc Thai + title: Blockchain researcher + url: https://sebastienlorber.comhttps://github.com/phuctd95 + image_url: https://github.com/phuctd95.png +tags: [hello] +hide_table_of_contents: false +--- + +Welcome to this blog. This blog is created with [**Docusaurus 3**](https://docusaurus.io/). + + + +This is my first post on Docusaurus 3. + +A whole bunch of exploration to follow. diff --git a/docusaurus.config.js b/docusaurus.config.js index 350d91a..4d1e6f8 100644 --- a/docusaurus.config.js +++ b/docusaurus.config.js @@ -63,6 +63,11 @@ const config = { showLastUpdateTime: true, }, blog: { + path: 'blog', + blogTitle: 'Technical blog', + blogDescription: 'Learn about the latest updates on Ronin', + routeBasePath: 'blog', + blogSidebarTitle: 'Technical blog', showReadingTime: true, }, theme: { @@ -173,6 +178,12 @@ const config = { label: 'Bridge operators', to: 'bridge-operators', }, + // Blog + { + label: 'Blog', + to: 'blog', + position: 'right', + }, // Search { type: 'search', diff --git a/src/components/homepage-features/Features.tsx b/src/components/homepage-features/Features.tsx index e267c14..91f7bea 100644 --- a/src/components/homepage-features/Features.tsx +++ b/src/components/homepage-features/Features.tsx @@ -1,7 +1,8 @@ import React from 'react' -import BoxTickIcon from './box-tick.svg' import { Card } from './Card' +import BlogIcon from './blog.svg' +import BoxTickIcon from './box-tick.svg' import CoinIcon from './coins.svg' import AppsIcon from './apps.svg' import ListViewIcon from './list-view.svg' @@ -53,6 +54,15 @@ const featureList = [ title: 'Bridge operators', }, }, + { + title: 'Technical blog', + Icon: BlogIcon, + description: <>Stay up to date with the latest technical updates on Ronin., + link: { + href: '/blog', + title: 'Technical blog', + }, + }, ] export const Features: React.FC = () => { diff --git a/src/components/homepage-features/blog.svg b/src/components/homepage-features/blog.svg new file mode 100644 index 0000000..0cae39d --- /dev/null +++ b/src/components/homepage-features/blog.svg @@ -0,0 +1,24 @@ + + + + + + + + + + + + \ No newline at end of file From 4e6590ac51ca700073f9b5e04e8fbf0259a86283 Mon Sep 17 00:00:00 2001 From: Sergey Rodin Date: Wed, 19 Jun 2024 10:19:46 +0700 Subject: [PATCH 02/12] feat: remove blog link from footer --- docusaurus.config.js | 5 ----- 1 file changed, 5 deletions(-) diff --git a/docusaurus.config.js b/docusaurus.config.js index 4d1e6f8..0ea96fa 100644 --- a/docusaurus.config.js +++ b/docusaurus.config.js @@ -205,11 +205,6 @@ const config = { label: 'X', href: 'https://twitter.com/ronin_network', }, - { - type: 'link', - label: 'Blog', - href: 'https://roninchain.com/blog/', - }, ], }, { From e29adc5c95bddbc78e4d5d3b49f98c6c368f3bdc Mon Sep 17 00:00:00 2001 From: Sergey Rodin Date: Wed, 19 Jun 2024 12:15:17 +0700 Subject: [PATCH 03/12] feat: add Latex support --- blog/example-post.md | 8 ++++++-- docusaurus.config.js | 10 ++++++---- package.json | 4 ++-- yarn.lock | 4 ++-- 4 files changed, 16 insertions(+), 10 deletions(-) diff --git a/blog/example-post.md b/blog/example-post.md index b167c98..871e886 100644 --- a/blog/example-post.md +++ b/blog/example-post.md @@ -17,8 +17,12 @@ hide_table_of_contents: false Welcome to this blog. This blog is created with [**Docusaurus 3**](https://docusaurus.io/). - - This is my first post on Docusaurus 3. +**Fundamental Theorem of Calculus** +Let $f:[c,b] \to \R$ be Riemann integrable. Let $F:[c,b]\to\R$ be $F(x)= +\int_{c}^{x}f(t)dt$. +Then $$F$$ is continuous, and at all $x$ such that $f$ is continuous at $x$, +$F$ is differentiable at $x$ with $F'(x)=f(x)$. + A whole bunch of exploration to follow. diff --git a/docusaurus.config.js b/docusaurus.config.js index 0ea96fa..8cc1450 100644 --- a/docusaurus.config.js +++ b/docusaurus.config.js @@ -1,7 +1,7 @@ // @ts-check // Note: type annotations allow type checking and IDEs autocompletion -import remarkMath from 'remark-math'; -import rehypeKatex from 'rehype-katex'; +const math = require('remark-math'); +const katex = require('rehype-katex'); const lightCodeTheme = require('prism-react-renderer/themes/github') const darkCodeTheme = require('prism-react-renderer/themes/dracula') @@ -55,8 +55,8 @@ const config = { docs: { sidebarPath: require.resolve('./sidebars.js'), routeBasePath: '/', - remarkPlugins: [remarkMath], - rehypePlugins: [rehypeKatex], + remarkPlugins: [math], + rehypePlugins: [katex], editUrl: `https://github.com/axieinfinity/ronin-documentation/edit/main`, editLocalizedFiles: false, editCurrentVersion: false, @@ -69,6 +69,8 @@ const config = { routeBasePath: 'blog', blogSidebarTitle: 'Technical blog', showReadingTime: true, + remarkPlugins: [math], + rehypePlugins: [katex], }, theme: { customCss: require.resolve('./src/css/custom.scss'), diff --git a/package.json b/package.json index 1a02e61..60eac96 100644 --- a/package.json +++ b/package.json @@ -31,8 +31,8 @@ "react": "^18.0.0", "react-dom": "^18.0.0", "react-loadable": "^5.5.0", - "rehype-katex": "7", - "remark-math": "6", + "rehype-katex": "^7.0.0", + "remark-math": "^6.0.0", "sass": "^1.49.9", "webpack": "^5.80.0" }, diff --git a/yarn.lock b/yarn.lock index 3153d35..7781500 100644 --- a/yarn.lock +++ b/yarn.lock @@ -8898,7 +8898,7 @@ regjsparser@^0.9.1: dependencies: jsesc "~0.5.0" -rehype-katex@7: +rehype-katex@^7.0.0: version "7.0.0" resolved "https://registry.yarnpkg.com/rehype-katex/-/rehype-katex-7.0.0.tgz#f5e9e2825981175a7b0a4d58ed9816c33576dfed" integrity sha512-h8FPkGE00r2XKU+/acgqwWUlyzve1IiOKwsEkg4pDL3k48PiE0Pt+/uLtVHDVkN1yA4iurZN6UES8ivHVEQV6Q== @@ -8968,7 +8968,7 @@ remark-gfm@^4.0.0: remark-stringify "^11.0.0" unified "^11.0.0" -remark-math@6: +remark-math@^6.0.0: version "6.0.0" resolved "https://registry.yarnpkg.com/remark-math/-/remark-math-6.0.0.tgz#0acdf74675f1c195fea6efffa78582f7ed7fc0d7" integrity sha512-MMqgnP74Igy+S3WwnhQ7kqGlEerTETXMvJhrUzDikVZ2/uogJCb+WHUg97hK9/jcfc0dkD73s3LN8zU49cTEtA== From a2c5749a5d603673f90b8f27b5cc333d1689229e Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Thu, 20 Jun 2024 18:10:46 +0700 Subject: [PATCH 04/12] Feat: zkevm blog --- blog/assets/layer2-solutions.png | Bin 0 -> 465952 bytes blog/assets/polygonblock.png | Bin 0 -> 277199 bytes blog/assets/polygonzkevm.png | Bin 0 -> 283953 bytes blog/assets/trilemma.png | Bin 0 -> 19294 bytes blog/assets/zkevm.png | Bin 0 -> 205584 bytes blog/assets/zkevmtypes.png | Bin 0 -> 123282 bytes blog/assets/zkpsytems.png | Bin 0 -> 194852 bytes blog/assets/zkrollup.png | Bin 0 -> 183514 bytes blog/assets/zksync.png | Bin 0 -> 238273 bytes blog/assets/zksynccompiler.png | Bin 0 -> 739280 bytes blog/example-post.md | 28 ----- blog/zkevms-explored.md | 190 +++++++++++++++++++++++++++++++ 12 files changed, 190 insertions(+), 28 deletions(-) create mode 100644 blog/assets/layer2-solutions.png create mode 100644 blog/assets/polygonblock.png create mode 100644 blog/assets/polygonzkevm.png create mode 100644 blog/assets/trilemma.png create mode 100644 blog/assets/zkevm.png create mode 100644 blog/assets/zkevmtypes.png create mode 100644 blog/assets/zkpsytems.png create mode 100644 blog/assets/zkrollup.png create mode 100644 blog/assets/zksync.png create mode 100644 blog/assets/zksynccompiler.png delete mode 100644 blog/example-post.md create mode 100644 blog/zkevms-explored.md diff --git a/blog/assets/layer2-solutions.png 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Prover architecture of Polygon zkEVM. Source: [Polygon zkEVM techdocs](https://github.com/0xPolygonHermez/zkevm-techdocs/blob/main/docs/proof-recursion.pdf)
+ +**DA Solution:** All transaction data of Polygon zkEVM is stored on Ethereum smart contracts. More specifically, RLP-encoded L2 transactions must be saved to rollup contract for them to be processed. This approach is simple to implement, and gives maximum transparency. + +**EVM Compatibility:** Thanks to the Etrog update in early 2024, Polygon zkEVM is nearly a full type-2 zkEVM. This status means that dApps developers can redeploy their smart contracts exactly as they are on Ethereum without the need for additional auditing or modifications. As pointed out in Vitalik Buterin's blog, type-2 zkEVMs appear to be EVM-equivalent but they are, in fact, slightly different regarding some parts like block structure and state tree. +- Block structure: In Polygon zkEVM, multiple blocks (a.k.a. L2 blocks) are bundled into a batch. Unlike Ethereum blocks, Polygon zkEVM's L2 blocks do not contain any other data besides from the RLP-encoded transactions. A block consists of: + - Change-L2-block transactions: the deliminators for different blocks within the same batch + - Regular Ethereum transactions: at the time of writing, only legacy transactions are supported + + +
Polygon block. Source: [docs.polygon.technology](https://docs.polygon.technology/zkEVM/architecture/protocol/etrog-upgrade/?h=etrog#etrog-blocks)
+ +- State tree: While the original EVM stores Ethereum's state in a Merkle-Patricia Trie constructed with Keccak256, Polygon zkEVM utilizes a Trie Binary Sparse Merkle Tree built with Poseidon-Goldilocks. + +Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to interpret EVM bytecode generated by solc, no intermediate representation is required. + +### zkSync Era + +**Logic Part:** Two main components of zkSync Era's logic part are Era virtual machine (EraVM) and system contracts. EraVM is a register-based VM written in Rust (based on the era-boojum library). Similar to modern operating systems, EraVM has a special feature called kernel mode in which privileged operations like calling system contracts are allowed. System contracts are smart contracts written in Solidity or Yul which can only be accessed by EraVM in kernel mode. Some logics of EVM are migrated to system contracts since it makes implementing native Account Abstraction (AA) easier. Moreover, writing smart contracts is much less of a hassle than building Rust ZK circuits. + +**Zero-knowledge Part:** zkSync Era's main proof system is Boojum - an instantiation of RedShift. A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs. + +
Prover architecture of zkSync Era. Source: [zkSync Era techdocs](https://github.com/matter-labs/era-zkevm_test_harness/tree/ac9744638662f7b1d701207291ff7695c75afd79/circuit_definitions)
+ + +**DA Solution:** Instead of submitting detailed transaction data, zkSync focuses on posting state differentials (state diffs for short) to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc), enabling zkSync to efficiently manage how data is stored and referenced: +- Instead of submitting detailed transaction data, zkSync focuses on posting state differentials (state diffs for short) to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc), enabling zkSync to efficiently manage how data is stored and referenced: +- Compression techniques: All data sent to L1, including state diffs, is compressed to further reduce costs. + +**EVM Compatibility:** zkSync Era is classified as a type-4 zkEVM, which means compatibility is actively traded for faster development. To make comparison easier, we will examine the same aspects as we did for Polygon zkEVM. +- Block structure: In zkSync Era, there are two notions of blocks: L2 blocks and L1 batches. + - L2 blocks: blocks created on L2 (on the zkSync Era network). They are produced every few seconds, and not included on the Ethereum blockchain. An L2 block can contain a variety of transactions (legacy, EIP-2930, EIP-1559, EIP-712). + - L1 batches: batches of consecutive L2 blocks that contain all the transactions in the same order, from the first block to the last block in batch. As the name suggests, L1 batches are submitted to Ethereum. +- State tree: The state tree of zkSync Era is a single-level, full binary tree with 256-bit keys. Only changes of smart contract storage slots are written directly to state tree. The rest of Ethereum's state (account nonce, balance, code, etc) is managed by system contracts. + + +Since EraVM's instruciton set is mostly different from that of EVM, it cannot interpret EVM bytecode directly like Polygon zkEVM. According to specification, EraVM only supports one native language called EraVM bytecode (a.k.a. zkEVM bytecode). In order to make this VM usable, the team at Matter Labs had to build a new toolkit for developers (zksolc/zkvyper for compilation, hardhat-zksync/foundry-zksync for debugging and testing, …). Compared to Polygon zkEVM, the compiler toolchain of zkSync Era is quite complicated. + + +
Overview of the compiler toolchain of zkSync Era. Source: docs.zksync.io
+ +Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in many aspects such as fee model, computer architecture, built-in Account Abstraction, etc. Notably, some of these changes actually alter the behavior of execution layer. + +### Performance benchmark + +We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[1]](#1). Overall, Polygon zkEVM focuses on optimizing fast proving times, while zkSync Era prioritizes data compression through its state diffs mechanism to achieve cheaper on-chain settlement. + +**Prover time.** Polygon zkEVM maintains a proving time of either 190 or 200 seconds for each batch regardless of input size. In exchange for its outstandingly fast proof generation, Polygon zKEVM requires much more expensive hardware. On the other hand, the time spent on proof generation of zkSync Era extends with larger batch sizes. The proving time of zkSync Era increased from 400 to 1200 seconds when the batch size increased from 10 transactions to 200 transactions. + +**Settlement costs.** This involves (a) calling the L1 contract to commit to a specific batch, and (b) submitting proofs and executing the verifier logic (e.g., SNARK verifier) for the committed batches + +| Metrics | Polygon zkEVM | zkSync Era | +| -------------------- | -------------- | ----------- | +| Median Gas per Batch | 59,434 gas | 816,275 gas | +| Median Batch Size | 27 | 3,895 | +| Median Batch Size | 2,201 gas | 209 gas | + +**Proof Compression.** Some constructions involve compressing (or converting) the block’s proof from one proof system to another. This typically involves proving the verification of the aggregated proof in a cheaper (with regards to the verification cost) proof system (e.g., Groth16) so that the cost of settlement is lower. For Polygon zkEVM, the median time of proof compression is 311 seconds while the number for zkSync Era is 1,075 seconds. + +**DA costs** One of the disadvantages of Polygon zkEVM is its high DA cost. The table below show the number of bytes used for DA + +| Payload Type | Polygon zkEVM | zkSync Era | +| -------------------- | -------------- | ----------- | +| ERC-20 Transfers | 70,357 | 10,999 | +| Contract Deployment | 84,369 | 17,087 | +| ETH Transfer | 283,905 | 88,693 | + +## References +[1] +Chaliasos, Stefanos, et al. "Analyzing and Benchmarking ZK-Rollups." Cryptology ePrint Archive (2024). 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trilemma (first coined by Vitalik Buterin) is a problem faced by blockchain engineers. The trilemma states that we cannot optimize all three aspects of a blockchain, namely, decentralization, security and scalability without accepting some kind of trade-off between them. Traditional blockchains like Bitcoin, Ethereum, etc are built upon security and decentralization. Therefore, they inevitably suffer from scalability problems. Recognizing this problem, the Ethereum team has proposed a rollup-centric roadmap to scale the blockchain through rollups. - + +
Blockchain trilemma, source: vitalik.eth.limo
## Scaling using rollups - layer 2 @@ -48,7 +49,7 @@ Rollup is a class of L2 scaling solutions that bundles several off-chain transac - **Zero-knowledge rollup (ZK rollup):** uses zero-knowledge proofs - +
Layer-2 solutions on Ethereum. Source: thirdweb.com
## What is zero-knowledge proof? @@ -72,7 +73,8 @@ The main difference between zk-SNARK and zk-STARK is the need for trusted setup Zero-knowledge proof is a fast-growing field of research and the race to practical and efficient general-purpose ZKPs is reaching new heights (a Cambrian explosion as described by Eli Ben-Sasson) with the rise of zero-knowledge Virtual Machines (zkVMs). - + +
Some popular zero-knowledge proof systems. Source: zkhack.dev
## How ZKPs improve scalability on blockchain? @@ -84,6 +86,7 @@ Since L1 blockchains are highly secure, we can trust a smart contract (that is c In the figure above, the program fed to prover can be anything, e.g., a voting system, a lottery game, Doom, whatever computing task you want to offload from L1 to L2. +
Zk rollup in a nutshell
## Zero-knowledge Ethereum Virtual Machine (zkEVM) @@ -105,7 +108,8 @@ The prover can only generate zero-knowledge proofs for statements of certain for According to Vitalik Buterin, there are four types of zkEVMs based on their performance and compatibility with EVM. - + +
Four types of zkEVMs, source: vitalik.eth.limo
## Existing zkEVMs We are now discussing two of the most prominent zkEVMs, namely Polygon zkEVM and zkSync Era. The primary reason for choosing these two is that they are the only ZK-Rollups that are both EVM-compatible and fully open-sourced among the popular deployed ZK-Rollups. From 6f1c8dc713bd37c03770d6f3ee6b12603eca6bda Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Thu, 20 Jun 2024 21:36:51 +0700 Subject: [PATCH 06/12] Feat: typos and formating --- blog/zkevms-explored.md | 52 +++++++++++++++++++++++++++-------------- 1 file changed, 34 insertions(+), 18 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index fa72668..32fdd11 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -1,7 +1,7 @@ --- -title: "Zero-Knowledge Proofs and zkEVMs Explored" +title: "Scalability on Blockchains: Exploring Zero-Knowledge Proofs and zkEVMs" description: First post on the Ronin technical blog. -slug: zkevms-explored +slug: explore-zkevms authors: - name: Ngan Nguyen title: Researcher at Sky Mavis @@ -35,25 +35,31 @@ Blockchain trilemma (first coined by Vitalik Buterin) is a problem faced by bloc
Blockchain trilemma, source: vitalik.eth.limo
-## Scaling using rollups - layer 2 +

 

Similar to how the Internet protocol is modelled as a multi-layer stack, a blockchain protocol can be divided into several layers. -- Layer 0 (L0): consists of hardware devices, protocols, connections, and other components that form the foundation of a blockchain ecosystem, Layer 0 acts as the infrastructure lying underneath the blockchain. -- Layer 1 (L1): carries out most of the tasks to maintain a blockchain network’s fundamental operations like consensus mechanisms, dispute resolution, programming languages, policies, etc. This layer represents the actual blockchain. -- Layer 2 (L2): is an extra layer sitting on top of layer-1. Layer 2 performs the majority of transactional validations and heavy computations that are meant to run on layer 1. Layer 2 relies on layer 1 for security, so it frequently exchanges data with layer 1. +- **Layer 0 (L0):** consists of hardware devices, protocols, connections, and other components that form the foundation of a blockchain ecosystem, Layer 0 acts as the infrastructure lying underneath the blockchain. +- **Layer 1 (L1):** carries out most of the tasks to maintain a blockchain network’s fundamental operations like consensus mechanisms, dispute resolution, programming languages, policies, etc. This layer represents the actual blockchain. +- **Layer 2 (L2):** is an extra layer sitting on top of layer-1. Layer 2 performs the majority of transactional validations and heavy computations that are meant to run on layer 1. Layer 2 relies on layer 1 for security, so it frequently exchanges data with layer 1. + +## Scaling using rollups - layer 2 Scaling solutions refer to protocols that help solve the scalability problem of blockchain. A solution can be implemented on any layer of the blockchain, however, L0 and L1 are costly to modify as some changes might require a hard fork. Nowadays, the most widely adopted scaling solutions are implemented on L2 and many of them are rollups. Rollup is a class of L2 scaling solutions that bundles several off-chain transactions into one on-chain commitment, hence reducing the overall cost of the protocol as fewer computations are performed on L1. According to how rollups enforce Computational Integrity (CI), there are two main types of rollups: -- **Optimistic rollup:** uses fraud proofs -- **Zero-knowledge rollup (ZK rollup):** uses zero-knowledge proofs +- In **optimistic rollups**, L2 sequencers submit batches of transactions to the mainnet without verifying their validity. Instead of immediate verification, optimistic rollups provide a challenge period, lasting up to approximately seven days, during which network participants can dispute the validity of any transaction. +- **Zero-knowledge (ZK) rollups** use advanced cryptographic techniques known as zero-knowledge proofs to validate transactions. This method allows the execution of transactions on L2 to be verified on L1 without a challenge period, significantly improving the user experience for cross-chain transactions between L1 and L2 compared to optimistic rollups.
Layer-2 solutions on Ethereum. Source: thirdweb.com
+

 

+ +In this article, we focus on ZK rollups (zkEVM). First, we explore the concept of zero-knowledge proof (ZKP). Then, we delve into how ZKP can improve the scalability of blockchain. Finally, we summarize and compare some existing implementations zkEVM, evaluating their designs and performance. + ## What is zero-knowledge proof? -First devised in 1985 by Goldwasser, Micali, and Rackoff, an interactive proof system (IP) is an interactive protocol that involves two parties: a prover and a verifier. These two parties will communicate back and forth multiple times for prover to convince verifier that a statement is true. Any interactive proof has the two following properties: +Zero-knowledge proof is first devised in 1985 by Goldwasser, Micali, and Rackoff, as an interactive proof system (IP) is an interactive protocol that involves two parties: a prover and a verifier. These two parties will communicate back and forth multiple times for prover to convince verifier that a statement is true. Any interactive proof has the two following properties: - **Completeness:** If the statement is true, then an honest prover can convince the verifier with high probability. - **Soundness:** If the statement is false, then, for any prover, the verifier rejects the proof with high probability. @@ -63,11 +69,12 @@ In practice, the term "proof" is used interchangeably with "argument" and, most A proof or argument system is considered zero-knowledge if the prover discloses nothing to the verifier other than the truthfulness of the statement being proved. A witness for a statement is a piece of information that allows you to efficiently verify that the statement is true. In a zero-knowledge proof system, prover can convince verifier that the existential statement holds while revealing absolutely no information about any of the witnesses. + Currently, many practical zero-knowledge proof (or argument) systems have been realized. Most of these schemes fall into one of the two following categories: - *Zero-Knowledge Succinct Non-Interactive Argument of Knowledge (zk-SNARK):* - - Example: Groth16, PlonK, Halo, etc + - Example: Groth16, PlonK, Halo, etc. - *Zero-Knowledge Scalable Transparent Arguments of Knowledge (zk-STARK):* - - Example: Fractal, Aurora, STARK, etc + - Example: Fractal, Aurora, STARK, etc. The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2, eSTARK, etc. @@ -76,9 +83,9 @@ Zero-knowledge proof is a fast-growing field of research and the race to practic
Some popular zero-knowledge proof systems. Source: zkhack.dev
-## How ZKPs improve scalability on blockchain? +## How do ZKPs improve scalability on blockchain? -How are zero-knowledge proofs of any help for a blockchain scalability? One of the most desired properties of zero-knowledge proofs is succintness - the ability to prove a statement with a proof much smaller than witness. For example, a prover can convince verifier that he has correctly run a computation against a massive database (a few GB) without revealing the whole database to verifier. It is as if prover has "compressed" the database into a small piece of proof (a few hundred bytes). Moreover, advanced techniques like recursion, aggregation or composition can be applied to further minimize the proof size. It is also important that zero-knowledge proof verification is most likely to be cheaper and faster than naively re-running the computation (naive verification). +How are zero-knowledge proofs of any help towards blockchain scalability? One of the most desired properties of zero-knowledge proofs is succintness - the ability to prove a statement with a proof much smaller than witness. For example, a prover can convince verifier that he has correctly run a computation against a massive database (a few GB) without revealing the whole database to verifier. It is as if prover has "compressed" the database into a small piece of proof (a few hundred bytes). Moreover, advanced techniques like recursion, aggregation or composition can be applied to further minimize the proof size. It is also important that zero-knowledge proof verification is most likely to be cheaper and faster than naively re-running the computation (naive verification). Since L1 blockchains are highly secure, we can trust a smart contract (that is carefully audited) to run proof verification for us. This is the most common approach when designing a ZK rollup. Generally, a simplified ZK rollup looks something like this: @@ -104,7 +111,7 @@ Another way to think of zkEVM is as a special kind of ZK rollup (the program giv Simply put, the statement of zkEVM is something like: I have executed the EVM correctly with the given inputs. In reality, this statement must be formalized so that it can be "interpreted" by the zero-knowledge part of zkEVM (similar to how programmers must write code for computer to "understand" a task). We refer to said formal representation as ZK circuits. -The prover can only generate zero-knowledge proofs for statements of certain format. In literature, this format is usually called circuit (or arithmetic circuit) due to its similarity to regular electric circuit. To avoid confusion between these two types of circuit, we refer to the former one as ZK circuit. Depending on which proof system & implementation are used, the definition of ZK circuits may differ. A few examples are R1CS (used by snarkjs for PlonK, fflonk & Groth16), AIR (used by Winterfell for STARK), etc. Usually, programmers of ZK circuits express the logic in a higher-level language then compile it down to its circuit form. The process of converting a high-level program into ZK circuits is called arithmetization. +The prover can only generate zero-knowledge proofs for statements of a certain format. In literature, this format is usually called circuits (or arithmetic circuits) due to its similarity to the regular electric circuits. To avoid confusion between these two types of circuits, we refer to the former one as ZK circuit. Depending on which proof system & implementation are used, the definition of ZK circuits may differ. A few examples are R1CS (used by snarkjs for PlonK, fflonk & Groth16), AIR (used by Winterfell for STARK), etc. Usually, programmers of ZK circuits express the logic in a higher-level language then compile it down to its circuit form. The process of converting a high-level program into ZK circuits is called arithmetization. According to Vitalik Buterin, there are four types of zkEVMs based on their performance and compatibility with EVM. @@ -124,6 +131,8 @@ During this discussion, we will first go over the tech stack of each product (in
Prover architecture of Polygon zkEVM. Source: [Polygon zkEVM techdocs](https://github.com/0xPolygonHermez/zkevm-techdocs/blob/main/docs/proof-recursion.pdf)
+

 

+ **DA Solution:** All transaction data of Polygon zkEVM is stored on Ethereum smart contracts. More specifically, RLP-encoded L2 transactions must be saved to rollup contract for them to be processed. This approach is simple to implement, and gives maximum transparency. **EVM Compatibility:** Thanks to the Etrog update in early 2024, Polygon zkEVM is nearly a full type-2 zkEVM. This status means that dApps developers can redeploy their smart contracts exactly as they are on Ethereum without the need for additional auditing or modifications. As pointed out in Vitalik Buterin's blog, type-2 zkEVMs appear to be EVM-equivalent but they are, in fact, slightly different regarding some parts like block structure and state tree. @@ -133,10 +142,12 @@ During this discussion, we will first go over the tech stack of each product (in
Polygon block. Source: [docs.polygon.technology](https://docs.polygon.technology/zkEVM/architecture/protocol/etrog-upgrade/?h=etrog#etrog-blocks)
+

 

+ - State tree: While the original EVM stores Ethereum's state in a Merkle-Patricia Trie constructed with Keccak256, Polygon zkEVM utilizes a Trie Binary Sparse Merkle Tree built with Poseidon-Goldilocks. -Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to interpret EVM bytecode generated by solc, no intermediate representation is required. +Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to interpret EVM bytecode generated by solc; no intermediate representation is required. ### zkSync Era @@ -146,9 +157,11 @@ Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to in
Prover architecture of zkSync Era. Source: [zkSync Era techdocs](https://github.com/matter-labs/era-zkevm_test_harness/tree/ac9744638662f7b1d701207291ff7695c75afd79/circuit_definitions)
+

 

+ -**DA Solution:** Instead of submitting detailed transaction data, zkSync focuses on posting state differentials (state diffs for short) to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc), enabling zkSync to efficiently manage how data is stored and referenced: -- Instead of submitting detailed transaction data, zkSync focuses on posting state differentials (state diffs for short) to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc), enabling zkSync to efficiently manage how data is stored and referenced: +**DA Solution:** Instead of submitting detailed transaction data, zkSync focuses on posting state differentials ("state diffs") to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc.), enabling zkSync to efficiently manage how data is stored and referenced: +- Instead of submitting detailed transaction data, zkSync focuses on posting state differentials (state diffs for short) to L1. These diffs represent changes in the blockchain's state (account balance changes, storage updates, etc.), enabling zkSync to efficiently manage how data is stored and referenced: - Compression techniques: All data sent to L1, including state diffs, is compressed to further reduce costs. **EVM Compatibility:** zkSync Era is classified as a type-4 zkEVM, which means compatibility is actively traded for faster development. To make comparison easier, we will examine the same aspects as we did for Polygon zkEVM. @@ -158,11 +171,14 @@ Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to in - State tree: The state tree of zkSync Era is a single-level, full binary tree with 256-bit keys. Only changes of smart contract storage slots are written directly to state tree. The rest of Ethereum's state (account nonce, balance, code, etc) is managed by system contracts. -Since EraVM's instruciton set is mostly different from that of EVM, it cannot interpret EVM bytecode directly like Polygon zkEVM. According to specification, EraVM only supports one native language called EraVM bytecode (a.k.a. zkEVM bytecode). In order to make this VM usable, the team at Matter Labs had to build a new toolkit for developers (zksolc/zkvyper for compilation, hardhat-zksync/foundry-zksync for debugging and testing, …). Compared to Polygon zkEVM, the compiler toolchain of zkSync Era is quite complicated. +Since EraVM's instruction set is mostly different from that of EVM, it cannot interpret EVM bytecode directly like Polygon zkEVM. According to specification, EraVM only supports one native language called EraVM bytecode (a.k.a. zkEVM bytecode). In order to make this VM usable, the team at Matter Labs had to build a new toolkit for developers (zksolc/zkvyper for compilation, hardhat-zksync/foundry-zksync for debugging and testing). Compared to Polygon zkEVM, the compiler toolchain of zkSync Era is quite complicated.
Overview of the compiler toolchain of zkSync Era. Source: docs.zksync.io
+

 

+ + Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in many aspects such as fee model, computer architecture, built-in Account Abstraction, etc. Notably, some of these changes actually alter the behavior of execution layer. ### Performance benchmark From 5470733244828e8d55318748efa7d4841ce8694e Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Thu, 20 Jun 2024 21:43:11 +0700 Subject: [PATCH 07/12] fix: remove description --- blog/zkevms-explored.md | 1 - 1 file changed, 1 deletion(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index 32fdd11..b13e863 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -1,6 +1,5 @@ --- title: "Scalability on Blockchains: Exploring Zero-Knowledge Proofs and zkEVMs" -description: First post on the Ronin technical blog. slug: explore-zkevms authors: - name: Ngan Nguyen From 01ccefdf5c1216de9f6ef06f99e9d8a6b02718be Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Thu, 20 Jun 2024 22:43:02 +0700 Subject: [PATCH 08/12] Feat: add citations --- blog/zkevms-explored.md | 50 +++++++++++++++++++++++++++++++++-------- 1 file changed, 41 insertions(+), 9 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index b13e863..fc8d10f 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -71,11 +71,11 @@ A proof or argument system is considered zero-knowledge if the prover discloses Currently, many practical zero-knowledge proof (or argument) systems have been realized. Most of these schemes fall into one of the two following categories: - *Zero-Knowledge Succinct Non-Interactive Argument of Knowledge (zk-SNARK):* - - Example: Groth16, PlonK, Halo, etc. + - Example: Groth16[[1]](#1), PlonK[[2]](#2), Halo[[3]](#3), etc. - *Zero-Knowledge Scalable Transparent Arguments of Knowledge (zk-STARK):* - - Example: Fractal, Aurora, STARK, etc. + - Example: Fractal[[4]](#4), Aurora[[5]](#5), STARK[[6]](#6), etc. -The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2, eSTARK, etc. +The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2[[7]](#7), eSTARK[[8]](#8), etc. Zero-knowledge proof is a fast-growing field of research and the race to practical and efficient general-purpose ZKPs is reaching new heights (a Cambrian explosion as described by Eli Ben-Sasson) with the rise of zero-knowledge Virtual Machines (zkVMs). @@ -96,7 +96,7 @@ In the figure above, the program fed to prover can be anything, e.g., a voting s ## Zero-knowledge Ethereum Virtual Machine (zkEVM) -Zero-knowledge EVM (zkEVM) is an EVM that is verifiable. In short, the validity of any computation run on zkEVM can be verified through zero-knowledge proofs (or validity proofs). A fun fact about EVM is that it is quasi-Turing-complete (according to Ethereum Yellow Paper), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. Hence, by making EVM verifiable, we have essentially made all computations on Ethereum's execution layer [3] verifiable. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. +zkEVM is an EVM that is verifiable. In short, the validity of any computation run on zkEVM can be verified through zero-knowledge proofs (or validity proofs). A fun fact about EVM is that it is quasi-Turing-complete (according to Ethereum Yellow Paper), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. Hence, by making EVM verifiable, we have essentially made all computations on Ethereum's execution layer verifiable. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. Another way to think of zkEVM is as a special kind of ZK rollup (the program given to prover is EVM). From this viewpoint, we can divide zkEVM into two major parts: @@ -117,15 +117,17 @@ According to Vitalik Buterin, there are four types of zkEVMs based on their perf
Four types of zkEVMs, source: vitalik.eth.limo
+One of the challenges faced when developing a ZK rollup is data availability (DA). Many ZK rollups must store a large amount of data on L1 to ensure public verifiability, allowing anyone to check that the rollup behaves correctly. This significantly contributes to the overall cost of ZK rollups. For instance, on Polygon zkEVM, calldata accounts for 80% of a transaction fee. To address the DA problem, several common approaches are used, which essentially boil down to employing either on-chain or off-chain storage (or both). Aside from on-chain storage, Ethereum offers another native DA solution called blobs (EIP-4844) to reduce the fee for DA on L1. + ## Existing zkEVMs -We are now discussing two of the most prominent zkEVMs, namely Polygon zkEVM and zkSync Era. The primary reason for choosing these two is that they are the only ZK-Rollups that are both EVM-compatible and fully open-sourced among the popular deployed ZK-Rollups. -During this discussion, we will first go over the tech stack of each product (including their logic part, zero-knowledge part and DA solution) then evaluate them based on their EVM compatibility as well as proving performance. +We are now examining two widely adopted and fully open-source zkEVMs: Polygon zkEVM and zkSync Era. +We will first examine the technical stack of each product, including their logical architecture, zero-knowledge components, data availability (DA) solutions, and EVM compatibility. Following this, we will evaluate them based on their performance. ### Polygon zkEVM **Logic Part:** The logic part of Polygon zkEVM is divided into two parts: Polygon-VM and its ROM. Implementing logic part starts with a DSL called Polynomial Identity Language (PIL). This language is used to describe a uniprocessor VM. We refer to this machine as Polygon-VM. The firmware of Polygon-VM is written in a higher-level DSL called zero-knowledge Assembly (zkASM). The logic of EVM is contained within this firmware. Due to its immutability, the firmware is referred to as the read-only memory (ROM) of Polygon-VM. -**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK is utilized to perform proof recursion, aggregation and composition whpolygonile fflonk or Groth16 is employed for proof compression. +**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK[[8]](#8) is utilized to perform proof recursion, aggregation and composition while Groth16[[1]](#1) or fflonk[[9]](#9) is employed for proof compression.
Prover architecture of Polygon zkEVM. Source: [Polygon zkEVM techdocs](https://github.com/0xPolygonHermez/zkevm-techdocs/blob/main/docs/proof-recursion.pdf)
@@ -152,7 +154,7 @@ Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to in **Logic Part:** Two main components of zkSync Era's logic part are Era virtual machine (EraVM) and system contracts. EraVM is a register-based VM written in Rust (based on the era-boojum library). Similar to modern operating systems, EraVM has a special feature called kernel mode in which privileged operations like calling system contracts are allowed. System contracts are smart contracts written in Solidity or Yul which can only be accessed by EraVM in kernel mode. Some logics of EVM are migrated to system contracts since it makes implementing native Account Abstraction (AA) easier. Moreover, writing smart contracts is much less of a hassle than building Rust ZK circuits. -**Zero-knowledge Part:** zkSync Era's main proof system is Boojum - an instantiation of RedShift. A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs. +**Zero-knowledge Part:** zkSync Era's main proof system is Boojum - an instantiation of RedShift[[10]](#10). A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs.
Prover architecture of zkSync Era. Source: [zkSync Era techdocs](https://github.com/matter-labs/era-zkevm_test_harness/tree/ac9744638662f7b1d701207291ff7695c75afd79/circuit_definitions)
@@ -182,7 +184,7 @@ Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in ### Performance benchmark -We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[1]](#1). Overall, Polygon zkEVM focuses on optimizing fast proving times, while zkSync Era prioritizes data compression through its state diffs mechanism to achieve cheaper on-chain settlement. +We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[11]](#11). Overall, Polygon zkEVM focuses on optimizing fast proving times, while zkSync Era prioritizes data compression through its state diffs mechanism to achieve cheaper on-chain settlement. **Prover time.** Polygon zkEVM maintains a proving time of either 190 or 200 seconds for each batch regardless of input size. In exchange for its outstandingly fast proof generation, Polygon zKEVM requires much more expensive hardware. On the other hand, the time spent on proof generation of zkSync Era extends with larger batch sizes. The proving time of zkSync Era increased from 400 to 1200 seconds when the batch size increased from 10 transactions to 200 transactions. @@ -206,4 +208,34 @@ We present a benchmark comparison between Polygon zkEVM and zkSync Era based on ## References [1] +Groth, Jens. "On the size of pairing-based non-interactive arguments." Advances in Cryptology–EUROCRYPT 2016: 35th Annual International Conference on the Theory and Applications of Cryptographic Techniques, Vienna, Austria, May 8-12, 2016, Proceedings, Part II 35. Springer Berlin Heidelberg, 2016. + +[2] +Gabizon, Ariel, Zachary J. Williamson, and Oana Ciobotaru. "Plonk: Permutations over lagrange-bases for oecumenical noninteractive arguments of knowledge." Cryptology ePrint Archive (2019). + +[3] +Bowe, Sean, Jack Grigg, and Daira Hopwood. "Recursive proof composition without a trusted setup." Cryptology ePrint Archive (2019). + +[4] +Chiesa, Alessandro, Dev Ojha, and Nicholas Spooner. "Fractal: Post-quantum and transparent recursive proofs from holography." Advances in Cryptology–EUROCRYPT 2020: 39th Annual International Conference on the Theory and Applications of Cryptographic Techniques, Zagreb, Croatia, May 10–14, 2020, Proceedings, Part I 39. Springer International Publishing, 2020. + +[5] +Ben-Sasson, Eli, et al. "Aurora: Transparent succinct arguments for R1CS." Advances in Cryptology–EUROCRYPT 2019: 38th Annual International Conference on the Theory and Applications of Cryptographic Techniques, Darmstadt, Germany, May 19–23, 2019, Proceedings, Part I 38. Springer International Publishing, 2019. + +[6] +Ben-Sasson, Eli, et al. "Scalable, transparent, and post-quantum secure computational integrity." Cryptology ePrint Archive (2018). + +[7] +Polygon Zero Team et al. "Plonky2: Fast Recursive Arguments with PLONK and FRI" + +[8] +Masip-Ardevol, Héctor, et al. "eSTARK: Extending STARKs with Arguments." Cryptology ePrint Archive (2023). + +[9] +Gabizon, Ariel, and Zachary J. Williamson. "fflonK: a Fast-Fourier inspired verifier efficient version of PlonK." Cryptology ePrint Archive (2021). + +[10] +Kattis, Assimakis A., Konstantin Panarin, and Alexander Vlasov. "RedShift: transparent SNARKs from list polynomial commitments." Proceedings of the 2022 ACM SIGSAC Conference on Computer and Communications Security. 2022. + +[11] Chaliasos, Stefanos, et al. "Analyzing and Benchmarking ZK-Rollups." Cryptology ePrint Archive (2024). From 33c2a161a25409036e379ef48a4286c69277e9bb Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Thu, 20 Jun 2024 23:14:57 +0700 Subject: [PATCH 09/12] Feat: add more comparison --- blog/zkevms-explored.md | 22 ++++++++++++++-------- 1 file changed, 14 insertions(+), 8 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index fc8d10f..9ef9df4 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -105,23 +105,29 @@ Another way to think of zkEVM is as a special kind of ZK rollup (the program giv - Zero-knowledge Part: - Prover: Off-chain program that generates proof given the EVM program and inputs - Verifier: Smart contract that performs proof verification - +- Data availability (DA). + - L2 Data availability ensures public verifiability, allowing anyone to verify transactions are executed correctly on L2. Simply put, the statement of zkEVM is something like: I have executed the EVM correctly with the given inputs. In reality, this statement must be formalized so that it can be "interpreted" by the zero-knowledge part of zkEVM (similar to how programmers must write code for computer to "understand" a task). We refer to said formal representation as ZK circuits. The prover can only generate zero-knowledge proofs for statements of a certain format. In literature, this format is usually called circuits (or arithmetic circuits) due to its similarity to the regular electric circuits. To avoid confusion between these two types of circuits, we refer to the former one as ZK circuit. Depending on which proof system & implementation are used, the definition of ZK circuits may differ. A few examples are R1CS (used by snarkjs for PlonK, fflonk & Groth16), AIR (used by Winterfell for STARK), etc. Usually, programmers of ZK circuits express the logic in a higher-level language then compile it down to its circuit form. The process of converting a high-level program into ZK circuits is called arithmetization. -According to Vitalik Buterin, there are four types of zkEVMs based on their performance and compatibility with EVM. +Beyond logic and zero-knowledge aspects, ensuring data availability is critical. This guarantees users can access their transaction data, safeguarding their assets even in scenarios involving malicious activities. + +Another pivotal consideration is EVM compatibility. According to Vitalik Buterin, zkEVMs are categorized into four types based on their performance and compatibility with the EVM.
Four types of zkEVMs, source: vitalik.eth.limo
-One of the challenges faced when developing a ZK rollup is data availability (DA). Many ZK rollups must store a large amount of data on L1 to ensure public verifiability, allowing anyone to check that the rollup behaves correctly. This significantly contributes to the overall cost of ZK rollups. For instance, on Polygon zkEVM, calldata accounts for 80% of a transaction fee. To address the DA problem, several common approaches are used, which essentially boil down to employing either on-chain or off-chain storage (or both). Aside from on-chain storage, Ethereum offers another native DA solution called blobs (EIP-4844) to reduce the fee for DA on L1. +

 

-## Existing zkEVMs We are now examining two widely adopted and fully open-source zkEVMs: Polygon zkEVM and zkSync Era. -We will first examine the technical stack of each product, including their logical architecture, zero-knowledge components, data availability (DA) solutions, and EVM compatibility. Following this, we will evaluate them based on their performance. +We will begin by exploring the technical stack of each product, including their logical architecture, zero-knowledge components, and data availability (DA) solutions. Polygon zkEVM is primarily focused on optimizing fast proving times, aiming to expedite the verification process efficiently. In contrast, zkSync Era prioritizes data compression through its state diffs mechanism, which facilitates more economical on-chain settlement. + +Furthermore, we will evaluate the EVM compatibility of both zkEVMs. Polygon zkEVM demonstrates high compatibility with EVM by directly interpreting EVM bytecode without the need for an intermediate representation. On the other hand, zkSync Era's instruction set differs significantly from EVM, preventing it from directly interpreting EVM bytecode like Polygon zkEVM. + +This comparison highlights the distinct approaches and technical considerations of each zkEVM in the context of their architecture, zero-knowledge features, data availability solutions, and compatibility with Ethereum's EVM. ### Polygon zkEVM @@ -148,7 +154,7 @@ We will first examine the technical stack of each product, including their logic - State tree: While the original EVM stores Ethereum's state in a Merkle-Patricia Trie constructed with Keccak256, Polygon zkEVM utilizes a Trie Binary Sparse Merkle Tree built with Poseidon-Goldilocks. -Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to interpret EVM bytecode generated by solc; no intermediate representation is required. +Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to interpret EVM bytecode; no intermediate representation is required. ### zkSync Era @@ -184,11 +190,11 @@ Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in ### Performance benchmark -We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[11]](#11). Overall, Polygon zkEVM focuses on optimizing fast proving times, while zkSync Era prioritizes data compression through its state diffs mechanism to achieve cheaper on-chain settlement. +We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[11]](#11). **Prover time.** Polygon zkEVM maintains a proving time of either 190 or 200 seconds for each batch regardless of input size. In exchange for its outstandingly fast proof generation, Polygon zKEVM requires much more expensive hardware. On the other hand, the time spent on proof generation of zkSync Era extends with larger batch sizes. The proving time of zkSync Era increased from 400 to 1200 seconds when the batch size increased from 10 transactions to 200 transactions. -**Settlement costs.** This involves (a) calling the L1 contract to commit to a specific batch, and (b) submitting proofs and executing the verifier logic (e.g., SNARK verifier) for the committed batches +**Settlement costs.** This involves (a) calling the L1 contract to commit to a specific batch, and (b) submitting proofs and executing the verifier logic (e.g., SNARK verifier) for the committed batches. | Metrics | Polygon zkEVM | zkSync Era | | -------------------- | -------------- | ----------- | From e6fdda7218e28483ec4fd040f0de15423b5736e6 Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Fri, 21 Jun 2024 07:22:38 +0700 Subject: [PATCH 10/12] Feat: add disclaimer --- blog/zkevms-explored.md | 28 +++++++++++++++++++--------- 1 file changed, 19 insertions(+), 9 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index 9ef9df4..1d71b67 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -71,11 +71,11 @@ A proof or argument system is considered zero-knowledge if the prover discloses Currently, many practical zero-knowledge proof (or argument) systems have been realized. Most of these schemes fall into one of the two following categories: - *Zero-Knowledge Succinct Non-Interactive Argument of Knowledge (zk-SNARK):* - - Example: Groth16[[1]](#1), PlonK[[2]](#2), Halo[[3]](#3), etc. + - Example: Groth16 [[1]](#1), PlonK [[2]](#2), Halo [[3]](#3), etc. - *Zero-Knowledge Scalable Transparent Arguments of Knowledge (zk-STARK):* - - Example: Fractal[[4]](#4), Aurora[[5]](#5), STARK[[6]](#6), etc. + - Example: Fractal [[4]](#4), Aurora [[5]](#5), STARK [[6]](#6), etc. -The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2[[7]](#7), eSTARK[[8]](#8), etc. +The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2 [[7]](#7), eSTARK [[8]](#8), etc. Zero-knowledge proof is a fast-growing field of research and the race to practical and efficient general-purpose ZKPs is reaching new heights (a Cambrian explosion as described by Eli Ben-Sasson) with the rise of zero-knowledge Virtual Machines (zkVMs). @@ -88,14 +88,14 @@ How are zero-knowledge proofs of any help towards blockchain scalability? One of Since L1 blockchains are highly secure, we can trust a smart contract (that is carefully audited) to run proof verification for us. This is the most common approach when designing a ZK rollup. Generally, a simplified ZK rollup looks something like this: - -In the figure above, the program fed to prover can be anything, e.g., a voting system, a lottery game, Doom, whatever computing task you want to offload from L1 to L2. -
Zk rollup in a nutshell
+In the figure above, the program fed to prover can be anything, e.g., a voting system, a lottery game, Doom, whatever computing task you want to offload from L1 to L2. + ## Zero-knowledge Ethereum Virtual Machine (zkEVM) +### Overview zkEVM is an EVM that is verifiable. In short, the validity of any computation run on zkEVM can be verified through zero-knowledge proofs (or validity proofs). A fun fact about EVM is that it is quasi-Turing-complete (according to Ethereum Yellow Paper), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. Hence, by making EVM verifiable, we have essentially made all computations on Ethereum's execution layer verifiable. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. Another way to think of zkEVM is as a special kind of ZK rollup (the program given to prover is EVM). From this viewpoint, we can divide zkEVM into two major parts: @@ -131,9 +131,12 @@ This comparison highlights the distinct approaches and technical considerations ### Polygon zkEVM +Polygon zkEVM is developed by [Polygon Labs](https://polygon.technology/). Polygon Labs has open-sourced two implementations of their CPU prover (written in [C++](https://github.com/0xPolygonHermez/zkevm-prover) and [Javascript](https://github.com/0xPolygonHermez/zkevm-proverjs)). + + **Logic Part:** The logic part of Polygon zkEVM is divided into two parts: Polygon-VM and its ROM. Implementing logic part starts with a DSL called Polynomial Identity Language (PIL). This language is used to describe a uniprocessor VM. We refer to this machine as Polygon-VM. The firmware of Polygon-VM is written in a higher-level DSL called zero-knowledge Assembly (zkASM). The logic of EVM is contained within this firmware. Due to its immutability, the firmware is referred to as the read-only memory (ROM) of Polygon-VM. -**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK[[8]](#8) is utilized to perform proof recursion, aggregation and composition while Groth16[[1]](#1) or fflonk[[9]](#9) is employed for proof compression. +**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK [[8]](#8) is utilized to perform proof recursion, aggregation and composition while Groth16 [[1]](#1) or fflonk [[9]](#9) is employed for proof compression.
Prover architecture of Polygon zkEVM. Source: [Polygon zkEVM techdocs](https://github.com/0xPolygonHermez/zkevm-techdocs/blob/main/docs/proof-recursion.pdf)
@@ -142,7 +145,7 @@ This comparison highlights the distinct approaches and technical considerations **DA Solution:** All transaction data of Polygon zkEVM is stored on Ethereum smart contracts. More specifically, RLP-encoded L2 transactions must be saved to rollup contract for them to be processed. This approach is simple to implement, and gives maximum transparency. -**EVM Compatibility:** Thanks to the Etrog update in early 2024, Polygon zkEVM is nearly a full type-2 zkEVM. This status means that dApps developers can redeploy their smart contracts exactly as they are on Ethereum without the need for additional auditing or modifications. As pointed out in Vitalik Buterin's blog, type-2 zkEVMs appear to be EVM-equivalent but they are, in fact, slightly different regarding some parts like block structure and state tree. +**EVM Compatibility:** Polygon zkEVM is nearly a full type-2 zkEVM, thanks to the Etrog update in early 2024. After Etrog update, dApps developers can redeploy their smart contracts exactly as they are on Ethereum without the need for additional auditing or modifications. As pointed out in Vitalik Buterin's blog, type-2 zkEVMs appear to be EVM-equivalent but they are, in fact, slightly different regarding some parts like block structure and state tree. - Block structure: In Polygon zkEVM, multiple blocks (a.k.a. L2 blocks) are bundled into a batch. Unlike Ethereum blocks, Polygon zkEVM's L2 blocks do not contain any other data besides from the RLP-encoded transactions. A block consists of: - Change-L2-block transactions: the deliminators for different blocks within the same batch - Regular Ethereum transactions: at the time of writing, only legacy transactions are supported @@ -158,9 +161,12 @@ Polygon zkEVM's high compatibility with EVM is demonstrated by its ability to in ### zkSync Era +zkSync Era is developed by [Matter Labs](https://matter-labs.io/). Matter Labs has open-sourced their CPU and GPU provers, namely [era-boojum](https://github.com/matter-labs/era-boojum) and [era-shivini](https://github.com/matter-labs/era-shivini) (both written in Rust). + + **Logic Part:** Two main components of zkSync Era's logic part are Era virtual machine (EraVM) and system contracts. EraVM is a register-based VM written in Rust (based on the era-boojum library). Similar to modern operating systems, EraVM has a special feature called kernel mode in which privileged operations like calling system contracts are allowed. System contracts are smart contracts written in Solidity or Yul which can only be accessed by EraVM in kernel mode. Some logics of EVM are migrated to system contracts since it makes implementing native Account Abstraction (AA) easier. Moreover, writing smart contracts is much less of a hassle than building Rust ZK circuits. -**Zero-knowledge Part:** zkSync Era's main proof system is Boojum - an instantiation of RedShift[[10]](#10). A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs. +**Zero-knowledge Part:** zkSync Era uses a proof system called Boojum - an instantiation of RedShift [[10]](#10). A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs.
Prover architecture of zkSync Era. Source: [zkSync Era techdocs](https://github.com/matter-labs/era-zkevm_test_harness/tree/ac9744638662f7b1d701207291ff7695c75afd79/circuit_definitions)
@@ -245,3 +251,7 @@ Kattis, Assimakis A., Konstantin Panarin, and Alexander Vlasov. "RedShift: trans [11] Chaliasos, Stefanos, et al. "Analyzing and Benchmarking ZK-Rollups." Cryptology ePrint Archive (2024). + + +## Disclaimer +Please note that this content is presented or otherwise made available to you on an “as is” basis for general informational and educational purposes only, without representation or warranty of any kind. This content should not be construed or used as financial, legal, or other professional advice, nor is it intended to recommend the purchase or use of any specific product or service. You must seek your independent advice from appropriate professional advisors. Where this article is contributed by a third party, please note that those views expressed belong to the third party and do not necessarily reflect those of Sky Mavis. Please refer to our [Terms of Service](https://cdn.skymavis.com/files/terms-of-use.pdf) for more information. \ No newline at end of file From dcc1872c4c5269efac9d4bdabbf0876fa6eff254 Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Fri, 21 Jun 2024 08:41:00 +0700 Subject: [PATCH 11/12] Feat: minor updates --- blog/zkevms-explored.md | 38 ++++++++++++++++++-------------------- 1 file changed, 18 insertions(+), 20 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index 1d71b67..0ab9dda 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -24,10 +24,10 @@ import polygonblock from './assets/polygonblock.png'; import zksync from './assets/zksync.png'; import zksynccompiler from './assets/zksynccompiler.png'; -In the rapidly evolving field of blockchain technology, scalability remains a critical challenge. Zero-knowledge proofs (ZKPs) have emerged as a promising solution to enhance scalability. This article delves into the fundamental concepts of zero-knowledge proofs and their pivotal role in addressing scalability issues on blockchains. Specifically, it focuses on zkEVMs (zero-knowledge Ethereum Virtual Machines), which integrate ZKPs to facilitate a more scalable and secure blockchain. By providing a comprehensive comparison between various notable zkEVM implementations, the article aims to elucidate their differences and advantages. +Scalability remains a significant challenge in blockchain technology, prompting the exploration of innovative solutions like zero-knowledge proofs (ZKPs). We explore the fundamental concepts of ZKPs and their application in addressing blockchain scalability, with a focus on zero-knowledge Ethereum Virtual Machines (zkEVMs). zkEVMs leverage ZKPs to enhance scalability in blockchain systems while maintaining a high level of security. We also provide a comparison of various zkEVM implementations, highlighting their differences and advantages. Specific attention is given to prominent open-source zkEVMs such as Polygon zkEVM and zkSync Era, detailing their technical stacks, zero-knowledge components, data availability solutions, and EVM compatibility. Performance benchmarks are also presented, comparing prover time, settlement costs, proof compression, and data availability costs. -## Blockchain trilemma +## Blockchain trilemma Blockchain trilemma (first coined by Vitalik Buterin) is a problem faced by blockchain engineers. The trilemma states that we cannot optimize all three aspects of a blockchain, namely, decentralization, security and scalability without accepting some kind of trade-off between them. Traditional blockchains like Bitcoin, Ethereum, etc are built upon security and decentralization. Therefore, they inevitably suffer from scalability problems. Recognizing this problem, the Ethereum team has proposed a rollup-centric roadmap to scale the blockchain through rollups. @@ -54,7 +54,7 @@ Rollup is a class of L2 scaling solutions that bundles several off-chain transac

 

-In this article, we focus on ZK rollups (zkEVM). First, we explore the concept of zero-knowledge proof (ZKP). Then, we delve into how ZKP can improve the scalability of blockchain. Finally, we summarize and compare some existing implementations zkEVM, evaluating their designs and performance. +In this article, we focus on ZK rollups (zkEVM). First, we present the concept of zero-knowledge proof (ZKP) and how ZKP can improve the scalability of blockchain. Then, we provide an overview of zkevm. Finally, we summarize and compare some existing implementations of zkEVMs, evaluating their designs and performance. ## What is zero-knowledge proof? @@ -82,36 +82,31 @@ Zero-knowledge proof is a fast-growing field of research and the race to practic
Some popular zero-knowledge proof systems. Source: zkhack.dev
-## How do ZKPs improve scalability on blockchain? - -How are zero-knowledge proofs of any help towards blockchain scalability? One of the most desired properties of zero-knowledge proofs is succintness - the ability to prove a statement with a proof much smaller than witness. For example, a prover can convince verifier that he has correctly run a computation against a massive database (a few GB) without revealing the whole database to verifier. It is as if prover has "compressed" the database into a small piece of proof (a few hundred bytes). Moreover, advanced techniques like recursion, aggregation or composition can be applied to further minimize the proof size. It is also important that zero-knowledge proof verification is most likely to be cheaper and faster than naively re-running the computation (naive verification). +### How do ZKPs improve scalability on blockchain? -Since L1 blockchains are highly secure, we can trust a smart contract (that is carefully audited) to run proof verification for us. This is the most common approach when designing a ZK rollup. Generally, a simplified ZK rollup looks something like this: +One of the most sought-after characteristics of zero-knowledge proofs (ZKPs) is succinctness—the capacity to substantiate a claim with a proof significantly smaller than the original witness. For instance, a prover can persuade a verifier that a computation has been correctly executed on a massive database (several gigabytes) without disclosing the entire database to the verifier. It is as though the prover has "compressed" the database into a concise proof (a few hundred bytes). Additionally, the verification of ZKPs is generally more cost-effective and faster than the naive approach of re-running the computation. With ZKPs, the execution of a vast number of transactions on L2 can be verified by a succinct proof submitted on L1 (see the figure bellow).
Zk rollup in a nutshell
-In the figure above, the program fed to prover can be anything, e.g., a voting system, a lottery game, Doom, whatever computing task you want to offload from L1 to L2. +Since all transactions in L2 can be verify in L1, L2 can inhereity the strong security of L2, even though the validators on L2 is compromised. ## Zero-knowledge Ethereum Virtual Machine (zkEVM) ### Overview -zkEVM is an EVM that is verifiable. In short, the validity of any computation run on zkEVM can be verified through zero-knowledge proofs (or validity proofs). A fun fact about EVM is that it is quasi-Turing-complete (according to Ethereum Yellow Paper), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. Hence, by making EVM verifiable, we have essentially made all computations on Ethereum's execution layer verifiable. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. +zkEVM is a virtual machine that executes smart contract transactions, providing compatibility with both zero-knowledge-proof computations and the EVM. EVM is quasi-Turing-complete (according to Ethereum Yellow Paper [[9]](#9)), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. With the integration of ZKPs, the validity of any computation run on zkEVM can be verified. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. -Another way to think of zkEVM is as a special kind of ZK rollup (the program given to prover is EVM). From this viewpoint, we can divide zkEVM into two major parts: +In essence, zkEVM can be described as asserting: "I have correctly executed the EVM with the provided inputs." However, this assertion needs to be formalized to be interpretable by the zero-knowledge component of zkEVM. This formalization process is analogous to how programmers must write code for computers to understand and perform a task. The formal representation required for this purpose is referred to as ZK circuits. + +We can divide zkEVM into two parts: - Logic Part: - EVM program: EVM's logic expressed as ZK circuits - Zero-knowledge Part: - Prover: Off-chain program that generates proof given the EVM program and inputs - Verifier: Smart contract that performs proof verification -- Data availability (DA). - - L2 Data availability ensures public verifiability, allowing anyone to verify transactions are executed correctly on L2. -Simply put, the statement of zkEVM is something like: I have executed the EVM correctly with the given inputs. In reality, this statement must be formalized so that it can be "interpreted" by the zero-knowledge part of zkEVM (similar to how programmers must write code for computer to "understand" a task). We refer to said formal representation as ZK circuits. - -The prover can only generate zero-knowledge proofs for statements of a certain format. In literature, this format is usually called circuits (or arithmetic circuits) due to its similarity to the regular electric circuits. To avoid confusion between these two types of circuits, we refer to the former one as ZK circuit. Depending on which proof system & implementation are used, the definition of ZK circuits may differ. A few examples are R1CS (used by snarkjs for PlonK, fflonk & Groth16), AIR (used by Winterfell for STARK), etc. Usually, programmers of ZK circuits express the logic in a higher-level language then compile it down to its circuit form. The process of converting a high-level program into ZK circuits is called arithmetization. Beyond logic and zero-knowledge aspects, ensuring data availability is critical. This guarantees users can access their transaction data, safeguarding their assets even in scenarios involving malicious activities. @@ -136,7 +131,7 @@ Polygon zkEVM is developed by [Polygon Labs](https://polygon.technology/). Polyg **Logic Part:** The logic part of Polygon zkEVM is divided into two parts: Polygon-VM and its ROM. Implementing logic part starts with a DSL called Polynomial Identity Language (PIL). This language is used to describe a uniprocessor VM. We refer to this machine as Polygon-VM. The firmware of Polygon-VM is written in a higher-level DSL called zero-knowledge Assembly (zkASM). The logic of EVM is contained within this firmware. Due to its immutability, the firmware is referred to as the read-only memory (ROM) of Polygon-VM. -**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK [[8]](#8) is utilized to perform proof recursion, aggregation and composition while Groth16 [[1]](#1) or fflonk [[9]](#9) is employed for proof compression. +**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK [[8]](#8) is utilized to perform proof recursion, aggregation and composition while Groth16 [[1]](#1) or fflonk [[10]](#10) is employed for proof compression.
Prover architecture of Polygon zkEVM. Source: [Polygon zkEVM techdocs](https://github.com/0xPolygonHermez/zkevm-techdocs/blob/main/docs/proof-recursion.pdf)
@@ -166,7 +161,7 @@ zkSync Era is developed by [Matter Labs](https://matter-labs.io/). Matter Labs h **Logic Part:** Two main components of zkSync Era's logic part are Era virtual machine (EraVM) and system contracts. EraVM is a register-based VM written in Rust (based on the era-boojum library). Similar to modern operating systems, EraVM has a special feature called kernel mode in which privileged operations like calling system contracts are allowed. System contracts are smart contracts written in Solidity or Yul which can only be accessed by EraVM in kernel mode. Some logics of EVM are migrated to system contracts since it makes implementing native Account Abstraction (AA) easier. Moreover, writing smart contracts is much less of a hassle than building Rust ZK circuits. -**Zero-knowledge Part:** zkSync Era uses a proof system called Boojum - an instantiation of RedShift [[10]](#10). A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs. +**Zero-knowledge Part:** zkSync Era uses a proof system called Boojum - an instantiation of RedShift [[11]](#11). A major source of inspiration for Boojum's design is Plonky2 - a transparent zk-SNARK tailored to fast recursive composition. In total, zkSync Era utilizes three types of ZK circuits: base-layer circuits, recursive-layer circuits and "AUX" circuits (see this document for more details). Overall, the proving architecture resembles a tree in which each node is a proof and every parent node is the aggregated proof of its children. zkSync Era's prover is able to scale horizontally as proof generation on base and recursive layers can be parallelized across a large cluster of CPUs or GPUs.
Prover architecture of zkSync Era. Source: [zkSync Era techdocs](https://github.com/matter-labs/era-zkevm_test_harness/tree/ac9744638662f7b1d701207291ff7695c75afd79/circuit_definitions)
@@ -196,7 +191,7 @@ Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in ### Performance benchmark -We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[11]](#11). +We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[12]](#12). **Prover time.** Polygon zkEVM maintains a proving time of either 190 or 200 seconds for each batch regardless of input size. In exchange for its outstandingly fast proof generation, Polygon zKEVM requires much more expensive hardware. On the other hand, the time spent on proof generation of zkSync Era extends with larger batch sizes. The proving time of zkSync Era increased from 400 to 1200 seconds when the batch size increased from 10 transactions to 200 transactions. @@ -244,12 +239,15 @@ Polygon Zero Team et al. "Plonky2: Fast Recursive Arguments with PLONK and FRI" Masip-Ardevol, Héctor, et al. "eSTARK: Extending STARKs with Arguments." Cryptology ePrint Archive (2023). [9] -Gabizon, Ariel, and Zachary J. Williamson. "fflonK: a Fast-Fourier inspired verifier efficient version of PlonK." Cryptology ePrint Archive (2021). +Wood, Gavin. "Ethereum: A secure decentralised generalised transaction ledger." Ethereum project yellow paper 151.2014 (2014): 1-32. [10] -Kattis, Assimakis A., Konstantin Panarin, and Alexander Vlasov. "RedShift: transparent SNARKs from list polynomial commitments." Proceedings of the 2022 ACM SIGSAC Conference on Computer and Communications Security. 2022. +Gabizon, Ariel, and Zachary J. Williamson. "fflonK: a Fast-Fourier inspired verifier efficient version of PlonK." Cryptology ePrint Archive (2021). [11] +Kattis, Assimakis A., Konstantin Panarin, and Alexander Vlasov. "RedShift: transparent SNARKs from list polynomial commitments." Proceedings of the 2022 ACM SIGSAC Conference on Computer and Communications Security. 2022. + +[12] Chaliasos, Stefanos, et al. "Analyzing and Benchmarking ZK-Rollups." Cryptology ePrint Archive (2024). From f527ccb4af0faff669db57882f957083ddf29186 Mon Sep 17 00:00:00 2001 From: Phuc Thai Date: Fri, 21 Jun 2024 08:51:10 +0700 Subject: [PATCH 12/12] feat: add more comparison analysis --- blog/zkevms-explored.md | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/blog/zkevms-explored.md b/blog/zkevms-explored.md index 0ab9dda..0f26bdf 100644 --- a/blog/zkevms-explored.md +++ b/blog/zkevms-explored.md @@ -191,11 +191,11 @@ Besides incompatibility at bytecode level, zkSync Era also deviates from EVM in ### Performance benchmark -We present a benchmark comparison between Polygon zkEVM and zkSync Era based on data from [[12]](#12). +We summarize the benchmark to compare Polygon zkEVM and zkSync Era based on data from [[12]](#12). **Prover time.** Polygon zkEVM maintains a proving time of either 190 or 200 seconds for each batch regardless of input size. In exchange for its outstandingly fast proof generation, Polygon zKEVM requires much more expensive hardware. On the other hand, the time spent on proof generation of zkSync Era extends with larger batch sizes. The proving time of zkSync Era increased from 400 to 1200 seconds when the batch size increased from 10 transactions to 200 transactions. -**Settlement costs.** This involves (a) calling the L1 contract to commit to a specific batch, and (b) submitting proofs and executing the verifier logic (e.g., SNARK verifier) for the committed batches. +**Settlement costs.** The settlement costs This involve calling the L1 contract to commit to a specific batch, and submitting proofs and executing the verifier logic (e.g., SNARK verifier) for the committed batches. The settlement costs per batch of Polygon zkEVM are cheaper. However, its batch size is smaller, resulting in higher settlement costs per transaction overall. | Metrics | Polygon zkEVM | zkSync Era | | -------------------- | -------------- | ----------- | @@ -203,9 +203,9 @@ We present a benchmark comparison between Polygon zkEVM and zkSync Era based on | Median Batch Size | 27 | 3,895 | | Median Batch Size | 2,201 gas | 209 gas | -**Proof Compression.** Some constructions involve compressing (or converting) the block’s proof from one proof system to another. This typically involves proving the verification of the aggregated proof in a cheaper (with regards to the verification cost) proof system (e.g., Groth16) so that the cost of settlement is lower. For Polygon zkEVM, the median time of proof compression is 311 seconds while the number for zkSync Era is 1,075 seconds. +**Proof Compression.** The block’s proof from one proof system to another can be compressed to a smaller proof. This typically involves proving the verification of the aggregated proof in a cheaper (with regards to the verification cost) proof system (e.g., Groth16) so that the cost of settlement is lower. For Polygon zkEVM, the median time of proof compression is 311 seconds while the number for zkSync Era is 1,075 seconds. -**DA costs** One of the disadvantages of Polygon zkEVM is its high DA cost. The table below show the number of bytes used for DA +**DA costs** One of the disadvantages of Polygon zkEVM is its high DA cost. The table below show the number of bytes used for DA for different payload types. The DA cost of Polygon zkEVM is 3-7 times higher than zkSync Era. | Payload Type | Polygon zkEVM | zkSync Era | | -------------------- | -------------- | ----------- |

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zu2i~W_o1!^zNLKpFh|(s#2S)w0|zrLoOR3TaKNkd((lP`-n?1812Nl5p!50scD=NoyE`)k6TK|;=l3Za1CAjSx2^TjQox-P0rz`y3*7M0wo;*s8 zW_0EnmUCzIA%($&zR(5?rmI|xAF0bPCoS)O z!To}*)d#vPu*>n?Z-bWmtbBXw3?yaf!RUUFw(-={!`#fc+KwS?0Q0j`AMTP5DfDDX zpFYc1+bHls)HzZdZxSF8k@p!4I`p_n)UWoVFpcGZOhocVS682sDj+ratYd(1UROf z>6U3Vx~KAdbm`{|Hayn}3~h|VB4HFkwB{0L`m6*xfZb^HN9a(NCAtaWl4eC zPp?{WZbv9ugq$Vj=guDP?knB7h1vDtgXIdL?%jFYHyOPT;*QOdG31A&VnB6AS+ZlM zRmZIHCYhSDJ;<-+ZkpvX_t&0?gGN_Mtn0=F!WX2?vmJ+-RO2D?xeJwVy_QQH{9$nA z7;tEP)@2qe`IH5@@`NkZwQ*zt7%|ZR>qN5z)@7CnQ9_IYaLk5JrPC*~OcTT=v&<6oQQ4Q7tBsK6ve&3( z!|&xvqR93!G0_|ip+fDBC>}<5VPSWXHEfjvwlA2>Hgq+EbM~gPv-`ZG<9|rTNH6Z0 z0G}iQxmRX6dSp#@A}e5*J#)TL`z?t#x!P2Dh1ia%<)UnJNHbmExGs^T6us@V3kd8e zV!+SpE(+Gn`05q1+tneC7pVCVGPL2Q!f?T}nNt2s<18^ms%C$j$BU3xFr%_^dcx#+ z>6d%re^0Ca`L39_D@hK#Un?v()(cx{!p<>NcnUw6hGVsRSLH+m;y1u1)wV`_v^^n; zc>jlPu%lcXO;Ty@r@! + +## Scaling using rollups - layer 2 + +Similar to how the Internet protocol is modelled as a multi-layer stack, a blockchain protocol can be divided into several layers. +- Layer 0 (L0): consists of hardware devices, protocols, connections, and other components that form the foundation of a blockchain ecosystem, Layer 0 acts as the infrastructure lying underneath the blockchain. +- Layer 1 (L1): carries out most of the tasks to maintain a blockchain network’s fundamental operations like consensus mechanisms, dispute resolution, programming languages, policies, etc. This layer represents the actual blockchain. +- Layer 2 (L2): is an extra layer sitting on top of layer-1. Layer 2 performs the majority of transactional validations and heavy computations that are meant to run on layer 1. Layer 2 relies on layer 1 for security, so it frequently exchanges data with layer 1. + +Scaling solutions refer to protocols that help solve the scalability problem of blockchain. A solution can be implemented on any layer of the blockchain, however, L0 and L1 are costly to modify as some changes might require a hard fork. Nowadays, the most widely adopted scaling solutions are implemented on L2 and many of them are rollups. + +Rollup is a class of L2 scaling solutions that bundles several off-chain transactions into one on-chain commitment, hence reducing the overall cost of the protocol as fewer computations are performed on L1. According to how rollups enforce Computational Integrity (CI), there are two main types of rollups: +- **Optimistic rollup:** uses fraud proofs +- **Zero-knowledge rollup (ZK rollup):** uses zero-knowledge proofs + + + + +## What is zero-knowledge proof? + +First devised in 1985 by Goldwasser, Micali, and Rackoff, an interactive proof system (IP) is an interactive protocol that involves two parties: a prover and a verifier. These two parties will communicate back and forth multiple times for prover to convince verifier that a statement is true. Any interactive proof has the two following properties: +- **Completeness:** If the statement is true, then an honest prover can convince the verifier with high probability. +- **Soundness:** If the statement is false, then, for any prover, the verifier rejects the proof with high probability. + +If prover only sends one message to verifier, we say that the proof system they engaged in is non-interactive. One of the most employed cryptographic techniques to turn interactive proof systems into non-interactive protocols is Fiat-Shamir transformation. + +In practice, the term "proof" is used interchangeably with "argument" and, most of the times, the latter is more accurate. Argument systems were introduced by Brassard, Chaum, and Crépeau in 1986. Compared to proof systems, the soundness property of argument systems is only required to hold against computationally bounded provers (provers with limited computing resources). According to this intuition, most modern computers are bounded, so arguments are considered "sound enough" in most cases. + +A proof or argument system is considered zero-knowledge if the prover discloses nothing to the verifier other than the truthfulness of the statement being proved. A witness for a statement is a piece of information that allows you to efficiently verify that the statement is true. In a zero-knowledge proof system, prover can convince verifier that the existential statement holds while revealing absolutely no information about any of the witnesses. + +Currently, many practical zero-knowledge proof (or argument) systems have been realized. Most of these schemes fall into one of the two following categories: +- *Zero-Knowledge Succinct Non-Interactive Argument of Knowledge (zk-SNARK):* + - Example: Groth16, PlonK, Halo, etc +- *Zero-Knowledge Scalable Transparent Arguments of Knowledge (zk-STARK):* + - Example: Fractal, Aurora, STARK, etc + +The main difference between zk-SNARK and zk-STARK is the need for trusted setup - a piece of random data that must be honestly generated. In reality, randomness generation is not easy to implement securely, especially in a trustless setting (you can look at Zcash's counterfeiting vulnerability). zk-STARK eliminates the need for trusted setup, which effectively reduces security risks and assumptions while increasing protocol's transparency. On the other hand, zk-STARKs usually have significantly larger proof size compared to that of zk-SNARKs. This can be a big problem if data transfer is expensive like in the case of Ethereum smart contracts. Therefore, both zk-SNARKs and zk-STARKs are sometimes utilized in one protocol to get the best of both worlds, e.g., Plonky2, eSTARK, etc. + +Zero-knowledge proof is a fast-growing field of research and the race to practical and efficient general-purpose ZKPs is reaching new heights (a Cambrian explosion as described by Eli Ben-Sasson) with the rise of zero-knowledge Virtual Machines (zkVMs). + + + +## How ZKPs improve scalability on blockchain? + +How are zero-knowledge proofs of any help for a blockchain scalability? One of the most desired properties of zero-knowledge proofs is succintness - the ability to prove a statement with a proof much smaller than witness. For example, a prover can convince verifier that he has correctly run a computation against a massive database (a few GB) without revealing the whole database to verifier. It is as if prover has "compressed" the database into a small piece of proof (a few hundred bytes). Moreover, advanced techniques like recursion, aggregation or composition can be applied to further minimize the proof size. It is also important that zero-knowledge proof verification is most likely to be cheaper and faster than naively re-running the computation (naive verification). + +Since L1 blockchains are highly secure, we can trust a smart contract (that is carefully audited) to run proof verification for us. This is the most common approach when designing a ZK rollup. Generally, a simplified ZK rollup looks something like this: + + +In the figure above, the program fed to prover can be anything, e.g., a voting system, a lottery game, Doom, whatever computing task you want to offload from L1 to L2. + + + +## Zero-knowledge Ethereum Virtual Machine (zkEVM) + +Zero-knowledge EVM (zkEVM) is an EVM that is verifiable. In short, the validity of any computation run on zkEVM can be verified through zero-knowledge proofs (or validity proofs). A fun fact about EVM is that it is quasi-Turing-complete (according to Ethereum Yellow Paper), which means EVM can perform pretty much any computation that respects the intrinsic bound set with gas. Hence, by making EVM verifiable, we have essentially made all computations on Ethereum's execution layer [3] verifiable. This allows us to "outsource" most of the transaction processing job from Ethereum to L2 via ZK rollup. + +Another way to think of zkEVM is as a special kind of ZK rollup (the program given to prover is EVM). From this viewpoint, we can divide zkEVM into two major parts: + +- Logic Part: + - EVM program: EVM's logic expressed as ZK circuits +- Zero-knowledge Part: + - Prover: Off-chain program that generates proof given the EVM program and inputs + - Verifier: Smart contract that performs proof verification + + + +Simply put, the statement of zkEVM is something like: I have executed the EVM correctly with the given inputs. In reality, this statement must be formalized so that it can be "interpreted" by the zero-knowledge part of zkEVM (similar to how programmers must write code for computer to "understand" a task). We refer to said formal representation as ZK circuits. + +The prover can only generate zero-knowledge proofs for statements of certain format. In literature, this format is usually called circuit (or arithmetic circuit) due to its similarity to regular electric circuit. To avoid confusion between these two types of circuit, we refer to the former one as ZK circuit. Depending on which proof system & implementation are used, the definition of ZK circuits may differ. A few examples are R1CS (used by snarkjs for PlonK, fflonk & Groth16), AIR (used by Winterfell for STARK), etc. Usually, programmers of ZK circuits express the logic in a higher-level language then compile it down to its circuit form. The process of converting a high-level program into ZK circuits is called arithmetization. + +According to Vitalik Buterin, there are four types of zkEVMs based on their performance and compatibility with EVM. + + + +## Existing zkEVMs +We are now discussing two of the most prominent zkEVMs, namely Polygon zkEVM and zkSync Era. The primary reason for choosing these two is that they are the only ZK-Rollups that are both EVM-compatible and fully open-sourced among the popular deployed ZK-Rollups. +During this discussion, we will first go over the tech stack of each product (including their logic part, zero-knowledge part and DA solution) then evaluate them based on their EVM compatibility as well as proving performance. + +### Polygon zkEVM + +**Logic Part:** The logic part of Polygon zkEVM is divided into two parts: Polygon-VM and its ROM. Implementing logic part starts with a DSL called Polynomial Identity Language (PIL). This language is used to describe a uniprocessor VM. We refer to this machine as Polygon-VM. The firmware of Polygon-VM is written in a higher-level DSL called zero-knowledge Assembly (zkASM). The logic of EVM is contained within this firmware. Due to its immutability, the firmware is referred to as the read-only memory (ROM) of Polygon-VM. + +**Zero-knowledge Part:** Polygon zkEVM generates proofs of CI through a pipeline. In this pipeline, eSTARK is utilized to perform proof recursion, aggregation and composition whpolygonile fflonk or Groth16 is employed for proof compression. + + +