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A Dickson polynomial based group key agreement authentication scheme for ensuring conditional privacy preservation and traceability in VANETs. [PDF]
Sci RepRajkumar Y, Santhosh Kumar SVN.
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Integral representations of Galois groups of local fields)
, 1996 Shuji Yamagata
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A High-Entropy True Random Number Generator with Keccak Conditioning for FPGA. [PDF]
Sensors (Basel)Piscopo V +4 more
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Galois extensions and $$O^{*}$$-fields
Positivity, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kenneth Evans, Jingjing Ma
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2015
A small portion of linear algebra and combinatorics are used in the development of Hamming codes, the first generation error control codes. The design of error control codes such as BCH codes and Reed Solomon codes relies on the structures of Galois fields and polynomials over Galois fields.
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A small portion of linear algebra and combinatorics are used in the development of Hamming codes, the first generation error control codes. The design of error control codes such as BCH codes and Reed Solomon codes relies on the structures of Galois fields and polynomials over Galois fields.
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1984
If F is an algebraic number field of degree n over Q and p is a prime, then F is p-realizable if there is a tor-sionfree abelian group A of rank n such that qA = A for all prines q i p and F is isomorphic to the quasi-endomorphism algebra of A. The question “for which F and p is F p-realizable?” was the subject of the paper by Pierce and Vinsonhaler ...
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If F is an algebraic number field of degree n over Q and p is a prime, then F is p-realizable if there is a tor-sionfree abelian group A of rank n such that qA = A for all prines q i p and F is isomorphic to the quasi-endomorphism algebra of A. The question “for which F and p is F p-realizable?” was the subject of the paper by Pierce and Vinsonhaler ...
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Reconfigurable Galois Field multiplier
2014 International Symposium on Biometrics and Security Technologies (ISBAST), 2014Galois Field has received a lot of attention because of their important and particular applications in cryptography, channel coding, etc. This paper presents the Reconfigurable Galois Field multiplier used to calculate the Galois field multiplication of different lengths which consists of AND gates and special cells.
Rong-Jian Chen +2 more
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