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On Galois Theory of Fields with Operators
American Journal of Mathematics, 1962openaire +2 more sources
FROM GALOIS FIELD EXTENSIONS TO GALOIS COMODULES
Advances in Ring Theory, 2005openaire +1 more source
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.
openaire +1 more source
THEOREMS ON POLYNOMIALS IN A GALOIS FIELD
The Quarterly Journal of Mathematics, 1933openaire +1 more source
Galois cohomology in degree 3 of function fields of curves over number fields
Journal of Number Theory, 2004exaly
Involutions Over the Galois Field
IEEE Transactions on Information Theory, 2016Pascale Charpin +2 more
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Galois wavelet transforms over finite fields
Rocky Mountain Journal of Mathematics, 2019Arash Ghaani Farashahi
exaly