29 matches found
quantum-zk-proof-poc
破解Google量子密码分析零知识证明的概念验证 本仓库包含了Trail of Bits博客文章的资源,该文章详细介绍了我们如何破解Google声称拥有用于椭圆曲线密码分析的高效量子电路的零知识证明。它包含我们的伪造证明、验证说明以及生成量子电路的代码,该代码利用了未修补的zkVM模拟器代码中的漏洞。 完整的证明二进制文件位于此处,以下是Google的证明与我们的证明的结果对比。 资源类型| Google低门数| Google低量子比特| 我们的证明 ---|---|---|--- 总操作数| 17,000,000| 17,000,000| 8,300,000 量子比特数量| 1,425...
legion
Legion ZK Auth 🛡️ 真正的零知识认证,带有硬件绑定的设备环签名 🎯 Legion 是什么? Legion 是一个 免密码的零知识认证系统 ,可以在不暴露你是谁 的情况下证明你拥有授权。 只需使用你的 指纹 + 24 词恢复助记词 (类似 MetaMask)即可完成认证。无需用户名、无需密码、无需服务器端秘密。 主要特性 ✅ 免密码认证 :BIP-39 恢复助记词 + 指纹(无用户名/密码) ✅ 真正的零知识 :服务器永远不会知道你的身份(100 万用户中的 1 个) ✅ 设备匿名 :通过环签名绑定硬件(1000 台设备中的 1 台) ✅ 无需可信设置 :Halo2...
reverie
Reverie KKW 2018 中所概述的 NIZKPoK 的高效实现 Reverie 是 Improved Non-Interactive Zero Knowledge with Applications to Post-Quantum Signatures 中概述的 MPC-in-the-head NIZKPoK 的实现(证明器与验证器)。 Reverie 旨在为复杂谓词提供具体的证明器效率(线性证明时间,且常数较小)。 该实现力求提供 128 位(经典)安全性,并支持任意环,最高效地支持 Z2 和 Z64。 Reverie 既提供了一个库(带有简化和流式接口), 也提供了一个 C...
monerochan-stark (>=5.2.2, <=5.2.12), p3-circle (>=0.1.0, <=0.3.3-succinct) +20 more potentially affected by CVE-2026-46654 via p3-challenger (>=0.1.0, <=0.3.3-succinct)
p3-challenger CARGO version =0.1.0, =5.2.2, =0.1.0, =0.1.0, =0.1.0, =0.1.5-succinct, =0.1.0, =0.1.0, =6.0.0-beta.1, =6.0.0-beta.1, =6.0.0-beta.1, =6.0.0-beta.1, =6.0.0-beta.1, =6.0.0-beta.1, =6.0.0-beta.1, =6.2.1 and more Source cves: CVE-2026-46654 Source advisory: OSV:GHSA-VJ64-RJF3-W3V7...
CVE-2025-14547
CVE-2025-14547 : An integer underflow in Silicon Labs’ PSA Crypto and SE Manager EC‑JPAKE APIs during ZKP parsing can trigger a hard fault, causing a temporary denial of service. Affected: Silicon Labs PSA Crypto and SE Manager EC‑JPAKE APIs. Root cause: integer underflow during ZKP parsing. Impa...
CVE-2025-14547 ECJ-PAKE Integer Underflow Vulnerability in Silicon Labs PSA Crypto and SE Manager APIs
An integer underflow vulnerability is present in Silicon Lab’s implementation of PSA Crypto and SE Manager EC-JPAKE APIs during ZKP parsing. Triggering the underflow can lead to a hard fault, causing a temporary denial of service...
PT-2026-21016
Name of the Vulnerable Software and Affected Versions Silicon Labs PSA Crypto and SE Manager versions affected versions not specified Description An integer underflow issue exists in the EC-JPAKE APIs during ZKP parsing within Silicon Labs’ PSA Crypto and SE Manager implementation. Exploitation o...
Silicon Labs Gecko SDK和Silicon Labs Simplicity SDK 安全漏洞
The Silicon Labs Gecko SDK GSDK and Silicon Labs Simplicity SDK are both open-source products from Silicon Labs. The Silicon Labs Gecko SDK is a library that combines the Silicon Labs wireless software development kit SDK with the Gecko platform into an integrated software package. The Silicon La...
LINEture: Novel Signature Cryptosystem
We propose a novel digital signature cryptosystem that exploits the concept of the brute-force problem. To ensure the security of the cryptosystem, we employed several mechanisms: sharing a common secret for factorable permutations, associating permutations with the message being signed, and...
CVE-2025-66016
CGGMP24 is a state-of-art ECDSA TSS protocol that supports 1-round signing requires 3 preprocessing rounds, identifiable abort, and a key refresh protocol. Prior to version 0.6.3, there is a missing check in the ZK proof that enables an attack in which single malicious signer can reconstruct full...
GHSA-M95P-425X-X889 cggmp21 has a missing check in the ZK proof used in CGGMP21
Impact cggmp21 concerns a missing check in the ZK proof that enables an attack in which a single malicious signer can reconstruct full private key. Patches cggmp21 v0.6.3 is a patch release that contains a fix that introduces this specific missing check However, cggmp21 recommends upgrading to...
cggmp21 has a missing check in the ZK proof used in CGGMP21
Impact cggmp21 concerns a missing check in the ZK proof that enables an attack in which a single malicious signer can reconstruct full private key. Patches cggmp21 v0.6.3 is a patch release that contains a fix that introduces this specific missing check However, cggmp21 recommends upgrading to...
CVE-2025-66016
CGGMP24 (ECDSA TSS) CVE-2025-66016 concerns a missing check in the ZK proof in CGGMP21 that could allow a single malicious signer to reconstruct the full private key. The issue is described across multiple sources: prior to version 0.6.3, the missing check enabled the attack; a patch exists in v0...
CVE-2025-66016 CGGMP24 is missing a check in the ZK proof used in CGGMP21
CGGMP24 is a state-of-art ECDSA TSS protocol that supports 1-round signing requires 3 preprocessing rounds, identifiable abort, and a key refresh protocol. Prior to version 0.6.3, there is a missing check in the ZK proof that enables an attack in which single malicious signer can reconstruct full...
cggmp21 数据伪造问题漏洞
cggmp21 is a Rust library open-sourced by Lockness. A data forgery issue vulnerability exists in versions prior to cggmp21 0.6.3, which stems from a missing check in the ZK proof that could lead to a malicious signer reconstructing the full private key...
RUSTSEC-2025-0130 Missing check in ZK proof in CGGMP21 Threshold Signing Protocol
Vulnerability concerns a missing check in the ZK proof that enables an attack in which single malicious signer can reconstruct full private key. Patches cggmp21 v0.6.3 is a patch release that contains a fix that introduces this specific missing check. However, we recommend upgrading to cggmp24...
Missing check in ZK proof in CGGMP21 Threshold Signing Protocol
Vulnerability concerns a missing check in the ZK proof that enables an attack in which single malicious signer can reconstruct full private key. Patches cggmp21 v0.6.3 is a patch release that contains a fix that introduces this specific missing check. However, we recommend upgrading to cggmp24...
EUVD-2022-33901
Malicious code in bioql PyPI...
EUVD-2025-19064
Malicious code in bioql PyPI...
PT-2025-34495
Name of the Vulnerable Software and Affected Versions: gnark versions prior to 0.14.0 Description: gnark is a zero-knowledge proof system framework. The Verify function in eddsa.go and ecdsa.go used the S value from a signature without asserting that 0 ≤ S order, leading to a signature malleabili...