Module bech32::primitives::gf32

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GF32 - Galois Field over 32 elements.

Implements GF32 arithmetic, defined and encoded as in BIP-173 “bech32”.

A finite field is a finite set which is a field; this means that multiplication, addition, subtraction and division (excluding division by zero) are defined and satisfy the rules of arithmetic known as the field axioms.

ref: https://en.wikipedia.org/wiki/Finite_field

Structs

  • Fe32
    An element in GF(32), the finite field containing elements [0,31] inclusive.

Enums

  • FromCharError
    A galois field error when converting from a character.
  • TryFromError
    A galois field error when converting from an integer.