ZK Insights | 8th Dec 2024
2024-12-08 17:00
Antalpha Labs
2024-12-08 17:00
订阅此专栏
收藏此文章

Highlights

Optimizing Montgomery Multiplication in WebAssembly

这篇文章探讨了如何在 WebAssembly 中优化 Montgomery 乘法以加速密码学操作,比较了 Mitscha-Baude 方法和 Emmart 方法等最新技术,展示了性能基准并提出了未来在零知识证明加速方面的研究方向。

The article explores optimizing Montgomery multiplication in WebAssembly for faster cryptographic operations, comparing state-of-the-art methods, including Mitscha-Baude's and Emmart's, highlighting performance benchmarks and future directions for zero-knowledge proof acceleration.

  • https://baincapitalcrypto.com/insights/

Chosen-Instance Attack

文章解释了「chosen-instance attacks」(选择实例攻击),即攻击者通过利用缺乏零知识属性的证明系统,通过多次证明插值见证多项式来提取私有输入。

This article explains "chosen-instance attacks", where adversaries exploit proof systems lacking zero-knowledge to extract private inputs by interpolating witness polynomials across multiple proofs.

  • https://baincapitalcrypto.com/chosen-instance-attack/

ZODA: An Explainer

ZODA(零开销数据可用性)通过利用随机化和纠错码高效验证正确性,以最低开销提升区块链的可扩展性。

ZODA (Zero-Overhead Data Availability) enhances blockchain scalability by ensuring data availability with minimal overhead, using randomization and error-correcting codes to verify correctness efficiently.

  • https://baincapitalcrypto.com/zoda-explainer/

zeam - Zig Beam Client

Zeam 是一个基于 Zig 的客户端,用于支持以太坊最新提出的 Beam Chain,这是一种 ZK 以太坊共识协议,旨在扩展和使以太坊去中心化。它支持开放开发、ZK-VM 集成。

Zeam is a Zig-based client for Beam Chain, a future ZK-powered Ethereum consensus protocol aiming to scale and decentralize Ethereum. It supports open development, ZK-VM integration.

  • https://github.com/blockblaz/zeam

World-leaders in Cryptography: Vadim Lyubashevsky

Vadim Lyubashevsky 是苏黎世 IBM 欧洲研究中心的密码学家,他的核心研究重点是基于格的方法,尤其是在实用格加密、数字签名和隐私保护原语领域。他与 Chris Peiker 和 Oded Regev(LWE 的发明者)一起发表了一篇经典论文,题为「论理想格和环上的误差学习」,该论文已被用作后量子密码学中格方法的基础。

Vadim Lyubashevsky is a cryptographer at IBM Research Europe in Zurich.His core research focus is around lattice-based methods, and especially in areas of practical lattice encryption, digital signatures and privacy-preserving primitives. Along with Chris Peiker and  Oded Regev (the inventor of LWE), he published a classic paper entitled "On ideal lattices and learning with errors over rings", which has been used as a foundation for lattice methods within post-quantum cryptography.

  • https://www.youtube.com/watch?v=UjIg0YPADCw

Reading Alan Turing - Avi Wigderson

概要:讨论图灵的一些知名和鲜为人知的论文,举例说明他提出的深刻、有先见之明的思想的范围,并提及理论 CS 社区对这些思想的后续工作。

Overview: Discussing some well-known and less-known papers of Turing, exemplify the scope of deep, prescient ideas he put forth, and mention follow-up work on these by the Theoretical CS community.

  • https://www.youtube.com/watch?v=_Uk_ic3P91w

Avi Wigderson's Turing award biography

对 2023 年图灵奖获得者 Avi Wigderson 的个人介绍,重点总结了他的教育背景、职业经历、主要研究贡献(如随机性、复杂性理论和密码学),以及他在理论计算机科学领域的领导地位和获得的荣誉。

Avi Wigderson, 2023 Turing Award laureate, is honored for foundational contributions to computational theory, including randomness, cryptography, and complexity, and for his intellectual leadership in theoretical computer science.

  • https://amturing.acm.org/award_winners/wigderson_3844537.cfm

Updates

Torus-acceleration for multiexponentiation on GT

  • https://ethresear.ch/t/the-return-of-torus-based-cryptography-whisk-and-curdleproof-in-the-target-group/16678/3

ZK Accelerate Bangkok: Videos, Photos & Recap

  • https://medium.com/@ingonyama/zk-accelerate-bangkok-videos-photos-recap-b5313c3ef409

Noir 1.0 Pre-Release is live

  • https://github.com/noir-lang/noir/tree/master/docs/versioned_docs/version-v1.0.0-beta.0
  • https://x.com/NoirLang/status/1864774000741880020

Papers

A Comprehensive Review of Post-Quantum Cryptography: Challenges and Advances

  • https://eprint.iacr.org/2024/1940

LiLAC: Linear Prover, Logarithmic Verifier and Field-agnostic Multilinear Polynomial Commitment Scheme

  • https://eprint.iacr.org/2024/1943

One-More Unforgeability for Multi- and Threshold Signatures

  • https://eprint.iacr.org/2024/1947

A Complete Characterization of One-More Assumptions In the Algebraic Group Model

  • https://eprint.iacr.org/2024/1954

Worst-Case Lattice Sampler with Truncated Gadgets and Applications

  • https://eprint.iacr.org/2024/1952

MultiReg-FE: Registered FE for Unbounded Inner-Product and Attribute-Weighted Sums

  • https://eprint.iacr.org/2024/1956

Proof of Time: A Method for Verifiable Temporal Commitments Without Timestamp Disclosure

  • https://eprint.iacr.org/2024/1963

Lova: Lattice-Based Folding Scheme from Unstructured Lattices

  • https://eprint.iacr.org/2024/1964

Efficient Succinct Zero-Knowledge Arguments in the CL Framework

  • https://eprint.iacr.org/2024/1966

Scribe: Low-memory SNARKs via Read-Write Streaming

  • https://eprint.iacr.org/2024/1970

RoK, Paper, SISsors – Toolkit for Lattice-based Succinct Arguments

  • https://eprint.iacr.org/2024/1972


如果你重视零知识证明技术信息的实效性和信息源质量的意义,不想娱乐至死、短视投机、无关广告、推荐算法、劣币驱逐良币的泥沙裹挟迷失,请多支持我们(包括给予赞助支持),让这一汨清流继续流淌~



* 📮 邮箱订阅:https://paragraph.xyz/@zkinsights
* 感谢 Kurt、Purple 对本期 ZK Insights 的特别贡献!
 ZK Insights  Github repo Pull Request ZKPunks 
Github repo linkhttps://github.com/ZKPunk-Org/zk-insights
 https://insights.zkpunk.pro/ 
:Purple

Antalpha Labs Web3  Web3 

https://labs.antalpha.com

Twitterhttps://twitter.com/Antalpha_Labs

Youtubehttps://www.youtube.com/channel/UCNFowsoGM9OI2NcEP2EFgrw

hello.labs@antalpha.com

 文 /Read More ,开启邮箱订阅🔛

【免责声明】市场有风险,投资需谨慎。本文不构成投资建议,用户应考虑本文中的任何意见、观点或结论是否符合其特定状况。据此投资,责任自负。

Antalpha Labs
数据请求中
查看更多

推荐专栏

数据请求中
在 App 打开