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Finite field

APPLICATIONS of GALOIS THEORY 1. Finite Fields Let F Be a Finite Field
A Note on Presentation of General Linear Groups Over a Finite Field
The General Linear Group
On the Discrete Logarithm Problem in Finite Fields of Fixed Characteristic
A Second Course in Algebraic Number Theory
Factoring Polynomials Over Finite Fields
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Finite Fields: Further Properties
11.6 Discrete Logarithms Over Finite Fields
Algorithms for Discrete Logarithms in Finite Fields and Elliptic Curves
Cyclotomic Extensions
A Casual Primer on Finite Fields
The General Linear Group Over the ﬁeld Fq, Is the Group of Invertible N × N Matrices with Coeﬃcients in Fq
USING NUMBER FIELDS to COMPUTE LOGARITHMS in FINITE FIELDS 1. Introduction Let Q = Pn, Where P Is a Prime Number and N a Positiv
Lecture 7.2: Ideals, Quotient Rings, and Finite Fields
Notes on Finite Fields
Group Actions and Finite Fields
Factoring Polynomials Over Finite Fields

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Finite Fields
Finite Fields (PART 3): Polynomial Arithmetic
Introduction to Finite Fields II
Morandi, Cyclotomic Extensions
Matrix Representation of Finite Fields
Linear Groups of Small Degree Over Finite Fields
Finite Fields
Elliptic Curves Over Finite Fields and Applications to Cryptography
Intro to Rings, Fields, Polynomials: Hardware Modeling by Modulo Arithmetic
The Structure of Finite Fields
Wedderburn's Theorem on Division Rings: a Finite Division Ring Is a Field
Ring Theory (Math 113), Summer 2016
Introduction to Finite Fields
Introduction to Finite Fields
Finite Fields (PART 4)
How to Construct Them, Properties of Elements in a Finite Field, and Relatio
Algebraic Number Theory
Discrete Logarithms in All Finite Finite Fields

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