Vectorial Boolean Functions: Difference between revisions
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Created page with "= Introduction = Vectorial Boolean functions are functions from the vectorspace <math>\mathbb{F}_2^n</math>, of all binary vectors of length <math>n</math>, to the vectorspace..." |
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== Cryptanalytic attacks == | == Cryptanalytic attacks == | ||
This is a very good book <ref name="our_ref">Claude Carlet, ''Boolean functions for cryptography and error correcting codes'', Boolean models and methods in mathematics, computer science, and engineering, 2, pp. 257-397, 2010</ref>. | |||
Let's refer to the same book again <ref name="our_ref" />. | |||
= Generalities on Boolean functions = | = Generalities on Boolean functions = | ||
Revision as of 15:07, 29 November 2018
Introduction
Vectorial Boolean functions are functions from the vectorspace , of all binary vectors of length , to the vectorspace , for some positive integers and , where is the finite field with two elements.
Cryptanalytic attacks
This is a very good book [1].
Let's refer to the same book again [1].
