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Phase Transition in a System of Random Sparse Boolean Equations
(Versita Open, 2012)
Many problems, including algebraic cryptanalysis, can be transformed to a problem of solving a (large) system of sparse Boolean equations. In this article we study 2 algorithms that can be used to remove some redundancy ...
Solving Equation Systems by Agreeing and Learning
(Springer Berlin Heidelberg, 2010)
We study sparse non-linear equation systems defined over a finite field. Representing the equations as symbols and using the Agreeing algorithm we show how to learn and store new knowledge about the system when a ...