Functional Commitment Schemes: From Polynomial Commitments to Pairing-Based Accumulators学习笔记 - 代码天地

Functional Commitment Schemes: From Polynomial Commitments to Pairing-Based Accumulators学习笔记

其他 2020-05-22 11:04:26 阅读次数: 0

NoSuchKey

猜你喜欢

转载自blog.csdn.net/mutourend/article/details/106162212

Functional Commitment Schemes: From Polynomial Commitments to Pairing-Based Accumulators学习笔记

An Introduction to Pairing-Based Cryptography学习笔记

双变量polynomial commitment

Witness Encryption for Succinct Functional Commitments and Applications学习笔记

Halo2 学习笔记——背景资料之Polynomial commitment（6）

Polynomial Commitments代码实现【2】——lovesh/kzg-poly-commit

Mina中的基于DLG的Plonk polynomial commitment scheme代码解析

多项式承诺Polynomial commitment方案汇总

Efficient Zero-Knowledge Arguments from Two-Tiered Homomorphic Commitments 学习笔记

Vector Commitments and their Applications学习笔记

Nova: Recursive Zero-Knowledge Arguments from Folding Schemes学习笔记

Subvector Commitments with Application to Succinct Arguments学习笔记

Vector Commitments with Efficient Proofs学习笔记

functional programming - class-based functional

Polynomial Commitments代码实现【1】——scipr-lab/poly-commit（含不同曲线性能对比）

Pointproofs: Aggregating Proofs for Multiple Vector Commitments 学习笔记

Pointproofs: Aggregating Proofs for Multiple Vector Commitments 学习笔记2

Vector Commitment Techniques and Applications to Verifiable Decentralized Storage学习笔记

Simple Schnorr Signature with Pedersen Commitment as Key学习笔记

Progression-Free Sets and Sublinear Pairing-Based Non-Interactive Zero-Knowledge Arguments

Short Pairing-based Non-interactive Zero-Knowledge Arguments

PRML 学习: (1) Polynomial Curve Fitting

Commitment Schemas

vector commitment

[React] Return a list of elements from a functional component in React

[Functional Programming] Randomly Pull an Item from an Array with the State ADT (Pair)

Guava学习之Functional Utilities

PCL-表面（Surface）Smoothing and normal estimation based on polynomial reconstruction

Zero-Knowledge Argument for Polynomial Evaluation with Application to Blacklists 学习笔记

Concise Mercurial Vector Commitments and Independent Zero-Knowledge Sets with Short Proofs 学习笔记

今日推荐

周排行

报错 : Field sysLogService in com.tedu.controller.SysLogController required a bean of type 'com.tedu.service.SysLogService' that could not be found

python正课2

六、JAVA_int的最大值或最小值

应用程序开发总结(10)--存在完美的数学计算

图书管理系统1.0（当然是很简low的系统，没有华丽界面，但是很锻炼软件开发能力，只用到c++的面向对象知识）

delphi操作wps表格

区块王者荣耀游戏系统开发介绍

2015年度笔记统计与2016规划

Linux 平台下zRAM 和 swap 使用(内存交换)

Java面试基础知识点-框架

每日归档

更多

2025-03-23(0)

2025-03-22(0)

2025-03-21(0)

2025-03-20(0)

2025-03-19(0)

2025-03-18(0)

2025-03-17(0)

2025-03-16(0)

2025-03-15(0)

2025-03-14(0)