Browsing Computer Science and Automation (CSA) by Subject "Computational Number Theory"
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Galois field Computations : Implementation of a Library and a study of the Discrete Logarithm Problem
Computation over finite fields (also called Galois fields) is an active area of research in number theory and algebra, and finds many applications in cryptography, error control coding, and combinatorial design. In this ... -
On A Cubic Sieve Congruence Related To The Discrete Logarithm Problem
(2013-05-21)There has been a rapid increase interest in computational number theory ever since the invention of public-key cryptography. Various attempts to solve the underlying hard problems behind public-key cryptosystems has led ...

