Finite fields / by 289288 Lidl, Rudolf, Niederreiter, Harald, 1944-

Subjects: “…Finite fields (Algebra)…”

Applications of finite fields / by Blake, Ian F., Menezes, Alfred J.

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Finite fields and applications / by 376074 Mullen, Gary L., Mummert, Carl, 1978-

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Arithmetic of finite fields / by 313927 Small, Charles

Subjects: “…Finite fields (Algebra)…”

Finite fields and cryptology by Ennio Cortellini

Subjects: “…finite field…”
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Finite fields and Galois rings / by 527826 Wan, Zhexian

Subjects: “…Finite fields (Algebra)…”

Crooked Maps in Finite Fields by Gohar Kyureghyan

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Probabilistic Algorithm in Finite Fields by Rabin, Michael O.

“…We present probabilistic algorithms for the problems of finding an irreducible polynomial of degree n over a finite field, finding roots of a polynomial and factoring the polynomial into its irreducible factors over a finite field. …”
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Projective geometries over finite fields/ by 306425 Hirschfeld, J. W. P.

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Hardware implementation of finite-field arithmetic / by Deschamps, Jean-Pierre, 1945-, Imana, Jose Luis, Sutter, Gustavo D.

Finite fields for computer scientists and engineers / by 210702 McEliece, Robert J.

Subjects: “…Finite fields (Algebra)…”

Permutations involving squares in finite fields by Hai-Liang Wu, Li-Yuan Wang

“…Let $ p $ be an odd prime and let $ \mathbb{F}_p $ be the finite field of $ p $ elements. In 2019, Sun studied some permutations involving squares in $ \mathbb{F}_p $. …”
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ISA Extensions for Finite Field Arithmetic by Erdem Alkim, Hülya Evkan, Norman Lahr, Ruben Niederhagen, Richard Petri

“…The extension provides instructions that implement finite field operations with subsequent reduction of the result. …”
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Recent advances of finite-field networks by Yunsi Yang, Jun-e Feng, Lei Jia

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Matrix powers over finite fields by Maria T. Acosta-De-Orozco, Javier Gomez-Calderon

Subjects: “…finite fields and matrix powers.…”
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On permutation polynomials over finite fields by R. A. Mollin, C. Small

“…A polynomial f over a finite field F is called a permutation polynomial if the mapping F→F defined by f is one-to-one. …”
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Ternary number systems in finite fields by Vladimir Chernov

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On the Lehmer conjecture and counting in finite fields by Emmanuel Breuillard, Peter Pal Varju

“…On the Lehmer conjecture and counting in finite fields, Discrete Analysis 2019:5, 8pp. Let $\alpha$ be an algebraic number and let $a_0\prod_{i=1}^k(x-\alpha_i)$ be its minimal polynomial. …”
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Synchronization of networks over finite fields by Meng, Min, Li, Xiuxian, Xiao, Gaoxi

“…In this paper, the synchronization problem for networks over finite fields is investigated, which is a generalization of consensus and provides a new perspective for networks of agents with limited capacities of memory and communication. …”
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Cyclic matrices over finite fields by Neumann, P, Praeger, C