About: Fields, Finite Fields (Galois Fields) and Skew Fields

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About: Fields, Finite Fields (Galois Fields) and Skew Fields - Numericana Goto Sponge NotDistinct Permalink

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Subject	Field Theory, monoid, group, ring, skew field, neutral element, identity, unity, unital, associative, associativity, distributivity, addition, subtraction, multiplication, division, reciprocal, multiplicative inverse, finite fields, Evariste Galois fields, cyclic multiplicative group, Georg Ferdinand Frobenius, Froebenius
Title	Fields, Finite Fields (Galois Fields) and Skew Fields - Numericana
Creator	Gerard Michon
Description	A field is a commutative ring in which every nonzero element has a reciprocal (multiplicative inverse). The order of a finite field (Galois field) is the power of a prime.
content	http://dev.restore.ovi.cnr.it:8890/about/id/entity/http/www.numericana.com/answer/fields.htm#content
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