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zk-learning-resources's Introduction

ZK学习资源

Note

本书签内容整理自 紫樱(别名) 大佬的资源,非常感谢紫樱大佬的分享。我在上面进行整理添加

一些笔记或者心得之类的会在https://github.com/EthanShang8989/zk-learning-resources 上面更新。希望大家一起进步。

文章书籍

课程

项目

lib

社区类

单独视频

学习路径

先决条件

  1. 了解基本代数知识。(如果不是很熟悉可以通过【线性代数的本质】合集-转载于3Blue1Brown官方双语
  2. 对默克尔树,单向函数,椭圆曲线,椭圆曲线签名算法熟悉

初识ZK

从零介绍zk

这个文章写的不错。很适合新手入门。

然后看MIT的ZK课程。

Modern Zero Knowledge Cryptography 到第6章的时候,讲kzg那块感觉mit不是很清晰。可以搭配本站crypto_white的视频 零知识证明 KZG Commitment 1: Polynomial Commitment 20221129

和[Marlin解析] 这两个视频很清晰。基本看完就懂了。

中间偏代数部分的如果觉得太难可以先不看。从6直接跳到第十章

国内也有翻版MIT的中文课程MIT零知识证明(中文版)

我感觉-z2o-k7e社区学习文章这个里面写的特别好。我是看完视频后看的这个。我直接看Plonk的介绍。感觉非常易懂。强烈推荐这个。

结构分析

对于刚入门的来说。明白技术栈目的挺重要的。

想要高性能,并定制一些cs的话,用plonk等证明系统。只是想实现某个功能的,可以直接用 r1cs或者 circom。不想学zk电路的话,直接用zkvm。

这里有个对这几个的基本描述。如何选择zk技术栈

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