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Summary Of: Finite field
of a finite field is of the form... The characteristic of a finite field is a prime... The general statement for any finite field follows because the non...
Encyclodia Page On: Finite field
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abstract algebra
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Évariste Galois
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field
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number theory
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algebraic geometry
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Galois theory
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cryptography
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coding theory
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prime
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isomorphism
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characteristic
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prime number
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isomorphic
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ring
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modulo
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p-adic integers
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prime power
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ring
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Klein four-group
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splitting field
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construction of splitting fields
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additive identity
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multiplicative identity
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vector space
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dimension
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splitting field
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construction of splitting fields
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repeated roots
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derivative
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binomial theorem
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prime power
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irreducible polynomial
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minimal polynomial
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ring
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polynomials
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ideal
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quotient rings
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bijective
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homomorphism
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automorphism
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Frobenius automorphism
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Ferdinand Georg Frobenius
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cyclic group
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group
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algebraic closure
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if and only if
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divides
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direct limit
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algebraic closure
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product topology
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union
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division ring
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Wedderburn's little theorem
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division rings
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alternative rings
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Artin-Zorn theorem
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group
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fields
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Field (mathematics)#Some first theorems
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primitive element
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Euler's totient function
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discrete log
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Fermat's little theorem
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Lagrange's theorem
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fast exponentiation
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binary exponentiation
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discrete logarithm
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applications in cryptography
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Diffie-Hellman
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coding theory
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subspaces
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vector spaces
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algebraic geometry
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Weil conjectures
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Finite field arithmetic
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Quasi-finite field
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Trigonometry in Galois fields
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Field with one element
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Jacobson, Nathan
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ISBN 978-0-7167-1480-4
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Cambridge University Press
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ISBN 0-521-39231-4
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tone
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talk page
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guide to writing better articles
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Categories
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Finite fields
|
Field theory
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All articles needing style editing
|
Wikipedia articles needing style editing from February 2008
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This article is licensed under the
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. It uses material from the
Wikipedia article "Finite field"
.