blake3
ed25519
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blake3
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Tracking mentions began in Dec 2020.
ed25519
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Joining ChatCraft.org
The first step was to generate an ed25519 - ssh key for my Github account.
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GitLab: Authentication and Signing with SSH Keys
From the GitLab documentation, ED25519 keys are recommended, as they are more secure and performant than RSA keys, according to the book Practical Cryptography With Go.
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The Algorand Community Study Group just had our first meeting yesterday. We read Chapter 15 Elliptic Curve Cryptography in A Graduate Course in Applied Cryptography (Boneh, Shoup). Are you interested in learning applied cryptography? Which topic should we cover next? Come join us!
Correction regarding Ed25519: The Edwards Digital Signature Algorithm (EdDSA) https://ed25519.cr.yp.to/ was developed by a team including Daniel J. Bernstein, Niels Duif, Tanja Lange, Peter Schwabe, and Bo-Yin Yang. The first paper came out in 2011.
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[Sysadmin] Quel est le niveau de sécurité de la clé ed25519 par rapport à la clé ecdsa ou rsa pour les clés ssh ?
Les concepteurs de l'algorithme estimation :
- Have you been hacked? Tell your story
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How SHA-256 Works Step-By-Step
Ed25519
- Обзор Aptos SDK
- Руководство по Созданию подписанной транзакции
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Концепции APTOS | Учетные записи
Ed25519 для транзакций с одной подписью, и
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Is your SSH key still safe?
> For the ED25519, the key size should be 256 or larger.
This tripped my bullshit filter. ED25519 is 256 bits always: https://ed25519.cr.yp.to/
What are some alternatives?
xxhash - Haskell implementation of the XXHash algorithm
secp256k1 - Haskell bindings for secp256k1 library
cryptohash-sha256 - Fast, pure and practical SHA-256 implementation
cipher-aes - DEPRECATED - use cryptonite - a comprehensive fast AES implementation for haskell that supports aesni and advanced cryptographic modes.
PBKDF2 - WARNING: This package is broken. Do not use it.
servant-hmac-auth - Servant authentication with HMAC
jose-jwt - Haskell implementation of JOSE/JWT standards
bcrypt - Haskell bindings for bcrypt
merkle-tree
lol - Λ ⚬ λ: Functional Lattice Cryptography