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Fundamentals

Number Theory

Abstract algebra

Elliptic Curves

Lattices

Asymmetric Cryptography

Symmetric Cryptography

Isogeny Based Cryptography

Appendices

Rings

A set**ring** if the following holds:

$R$

with two binary operations $+,\cdot:R\times R\to R$

is a - â€‹$R,+$is a commutative group with identity$0$â€‹
- â€‹$R,\cdot$is a monoid (group without the inverse axiom) with identity$1$.
- Distributivity:$a(b+c)=ab+ac,(a+b)c=ac+bc$â€‹

// ideals, diff types of domains

Last modified 1yr ago

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