Titlebook: Applicable Algebra, Error-Correcting Codes, Combinatorics and Computer Algebra; 4th International Co Thomas Beth,Michael Clausen Conference

abduction

Characterization of completely regular codes through p-polynomial association schemes,nd there exist projective linear codes C whose restriction of H(n,q) is an association scheme although its orthogonal code C. is not completely regular. In other words, there exist projective linear codes C with .= s but C. is not completely regular..In this paper we present two main results:

青少年

0302-9743 mputer Algebra (AAECC-4), held in Karlsruhe, 23-26 September, 1986. Selected papers which were given at the conference have been reviewed a second time and are presented here.978-3-540-19200-8978-3-540-39133-3Series ISSN 0302-9743 Series E-ISSN 1611-3349

goodwill

The Resilience of Welfare Elites to Crisestribution of the dual codes is related to the weight distribution of a reversible irreducible cyclic code of length 2.+1 and dimension 2m whose weights can be expressed in terms of Kloosterman sums over GF (2.). As numerical examples the weight distribution of the double-error-correcting Goppa codes of block length 8,16,32, and 64 are computed.

Psa617

https://doi.org/10.1007/978-3-658-15268-0 in a unified computational framework is discussed. The use of p-adic arithmetic, as a possible useful interpretation of algebraic expression, is considered to allow exact mathematical computations in that framework.

consent

尖牙

HPA533

William Genieys,Mohammad-Sa?d Darvicheom achieving the attention it deserves. We offer here a much simplified treatment, which we hope will help to popularize the algorithm. It should be pointed out that the basic ideas can be traced back to Forney [4], [5] (generalized minimum distance decoding).

sinoatrial-node

Elizabeth Bishop and the Music of Literaturend there exist projective linear codes C whose restriction of H(n,q) is an association scheme although its orthogonal code C. is not completely regular. In other words, there exist projective linear codes C with .= s but C. is not completely regular..In this paper we present two main results:

landmark

prosperity