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v/vlib/crypto/ed25519/internal/edwards25519
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Alexander Medvednikov 7d1ccf7dcd
all: handle fixed []u8 		2022-04-17 12:14:29 +02:00
..
README.md crypto: add an ed25519 digital signature module (#13476) 2022-02-15 21:28:14 +02:00
edwards25519.v crypto: add an ed25519 digital signature module (#13476) 2022-02-15 21:28:14 +02:00
element.v all: replace []byte with []u8 2022-04-17 12:14:28 +02:00
element_test.v all: replace []byte with []u8 2022-04-17 12:14:28 +02:00
extra.v all: handle fixed []u8 2022-04-17 12:14:29 +02:00
extra_test.v all: handle fixed []u8 2022-04-17 12:14:29 +02:00
point.v all: handle fixed []u8 2022-04-17 12:14:29 +02:00
point_test.v crypto: add an ed25519 digital signature module (#13476) 2022-02-15 21:28:14 +02:00
scalar.v all: handle fixed []u8 2022-04-17 12:14:29 +02:00
scalar_alias_test.v crypto: add an ed25519 digital signature module (#13476) 2022-02-15 21:28:14 +02:00
scalar_test.v all: handle fixed []u8 2022-04-17 12:14:29 +02:00
scalarmult.v ed25519: make public ed25519.internal.edwars25519.Element (#13488) 2022-02-16 22:56:14 +02:00
scalarmult_test.v all: byte => u8 2022-04-17 12:14:27 +02:00
table.v all: byte => u8 2022-04-17 12:14:27 +02:00
table_test.v crypto: add an ed25519 digital signature module (#13476) 2022-02-15 21:28:14 +02:00

README.md

README

This module provides arithmetic primitives operations that are useful to implement cryptographic schemes over curve edwards25519, includes:

  1. Arithmetic functions for point addition, doubling, negation, scalar multiplication with an arbitrary point, with the base point, etc.
  2. Arithmetic functions dealing with scalars modulo the prime order L of the base point.

This modules was port of Golang edwards25519 library from edwards25519 to the V language.

About Edwards25519

Twisted Edwards curves are a familly of elliptic curves allowing complete addition formulas without any special case and no point at infinity. Curve edwards25519 is based on prime 2^255 - 19 for efficient implementation. Equation and parameters are given in RFC 7748.