Results 81 to 90 of about 374 (164)
The existence of certain extremal [54,27,10] self-dual codes [PDF]
Some new extremal binary [54,27,10] self-dual codes are constructed using automorphisms of order ...
Yorgov, V. Y., Tonchev, Vladimir
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Self-Dual Codes With an Automorphism of Order 11
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Nikolay I. Yankov +3 more
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On the automorphism group of various Goppa codes
This is a very nice paper where the automorphism group of several Goppa codes has been computed as being the automorphism group of the corresponding underlying function field. By an automorphism of a code \(C\subseteq {\mathbb F_q}^n \) here one means \textit{V. D. Goppa}'s definition [Math. USSR., Izv.
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Groups of Symmetries of the Two Classes of Synthetases in the Four-Dimensional Hypercubes of the Extended Code Type II. [PDF]
José MV, Morgado ER, Bobadilla JR.
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The automorphism groups of Reed-Solomon codes
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Symmetrical distributions of aminoacyl-tRNA synthetases during the evolution of the genetic code. [PDF]
José MV +3 more
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Anticanonical codes from del Pezzo surfaces with Picard rank one [PDF]
International audienceWe construct algebraic geometric codes from del Pezzo surfaces and focus on the ones having Picard rank one and the codes associated to the anticanonical class. We give explicit constructions of del Pezzo surfaces of degree 4, 5 and
Randriambololona, Hugues +7 more
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On the equivalence of codes and codes with an automorphism having two cycles
This paper presents results giving sufficient conditions under which two codes are equivalent. This technique has been applied to certain binary quasicyclic codes. Self-dual codes of length 2r or \(2r+2\) over arbitrary fields having an automorphism of prime order r have also been examined. This study has further been used to construct and to count the
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Codes defined from some maximal curves [PDF]
Parameters and generator matrices are given for the codes obtained by applying Goppa's algebraic-geometric construction method to some maximal curves over Fq where q = p2s for some s ∈ n.
Carral, M., Rotillon, D., Thiong Ly, A.
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On the automorphism groups of some AG-codes based on C_{a,b} curves [PDF]
We study Ca,b curves and their applications to coding theory. Recently, Joyner and Ksir have suggested a decoding algorithm based on the automorphisms of the code.
Wang, Quang, Shaska, Tony
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