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1995
Consider an algebraic system \(\langle SF, +, \cdot \rangle\) consisting of a finite set of elements, \(SF\) with two binary operations, addition and multiplication, \(|SF|=q\), \(q\) an arbitrary integer \(\geq 2\). A spurious Galois field, \(SGF(q)\) satisfies, in addition, the following axioms: A.1.
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Consider an algebraic system \(\langle SF, +, \cdot \rangle\) consisting of a finite set of elements, \(SF\) with two binary operations, addition and multiplication, \(|SF|=q\), \(q\) an arbitrary integer \(\geq 2\). A spurious Galois field, \(SGF(q)\) satisfies, in addition, the following axioms: A.1.
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Speeding Up Galois Field Arithmetic on Intel MIC Architecture
Lecture Notes in Computer Science, 2013Ma Wentao
exaly
FROM GALOIS FIELD EXTENSIONS TO GALOIS COMODULES
Advances in Ring Theory, 2005openaire +1 more source
An abstract characterization of the Galois group of the algebraic closure of a local field
Journal of Soviet Mathematics, 1987A V Yakovlev, Yakovlev A V
exaly
Harmonic Analysis on a Galois Field and Its Subfields
Journal of Fourier Analysis and Applications, 2008Apostolos Vourdas, Vourdas A
exaly
Arithmetic division in RNS using Galois Field GF(p)
Computers and Mathematics With Applications, 2000exaly
On the group automorphisms of the absolute Galois group of the rational number field
Archiv Der Mathematik, 1975exaly