Results 61 to 70 of about 145 (141)
Self-Dual Codes With an Automorphism of Order 11
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Nikolay Yankov +3 more
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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.
europepmc +1 more source
Symmetrical distributions of aminoacyl-tRNA synthetases during the evolution of the genetic code. [PDF]
José MV +3 more
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The automorphism groups of Reed-Solomon codes
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Equivalence for Rank-Metric and Matrix Codes and Automorphism Groups of Gabidulin Codes [PDF]
For a growing number of applications such as cellular, peer-to-peer, and sensor networks, efficient error-free transmission of data through a network is essential. Toward this end, K tter and Kschischang propose the use of subspace codes to provide error correction in the network coding context.
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On automorphism groups of binary cyclic codes
A lot of attention has been paid to the investigation of the algebraic properties of linear codes. In most cases, this investigation involves the determination of required code automorphisms, which are useful for decoders, such as the automorphism ensemble decoder. It is worth noting that the examination of the automorphism groups of discrete symmetric
Ma, Jicheng, Yan, Guiying
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The automorphism group of Generalized Reed-Muller codes
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Berger, Thierry, Charpin, Pascale
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Automorphism groups of generalized Reed-Solomon codes
We look at AG codes associated to the projective line, re-examining the problem of determining their automorphism groups (originally investigated by Duer in 1987 using combinatorial techniques) using recent methods from algebraic geometry. We (re)classify those finite groups that can arise as the automorphism group of an AG code for the projective line
Joyner, David, Ksir, Amy, Traves, Will
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Field-induced magnetic phases in a qubit Penrose quasicrystal. [PDF]
Lopez-Bezanilla A, Nisoli C.
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Three-qubit-embedded split Cayley hexagon is contextuality sensitive. [PDF]
Holweck F, de Boutray H, Saniga M.
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