Expand description
Implementation of particular cases of fields.
Modulesยง
- fft_
friendly - Implementation of two-adic prime fields to use with the Fast Fourier Transform (FFT).
- mersenne31
- Implementation of the 32-bit Mersenne Prime field (p = 2^31 - 1)
- montgomery_
backed_ prime_ fields - p448_
goldilocks_ prime_ field - Implementation of the Goldilocks Prime field (p = 2^448 - 2^224 - 1)
- pallas_
field - Implemenation of Pallas field
- secp256k1_
field - Implementation of secp256k1 base field.
- secp256k1_
scalarfield - Implementation of secp256k1 scalar field.
- secp256r1_
field - Implementation of secp256r1 base field.
- u32_
montgomery_ backend_ prime_ field - u64_
goldilocks_ field - Implementation of the u64 Goldilocks Prime field (p = 2^64 - 2^32 + 1)
- u64_
prime_ field - Implementation of prime fields over 64 bit unsigned integers.
- vesta_
field - Implemenation of Vesta Prime field (p = 2^254 + 45560315531506369815346746415080538113)