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On associative algebras of minimal rank.- Construction of primitive idempotents for a variable codes.- Multivariate polynomials in coding theory.- Enumeration of self dual 2k circulant codes.- Codes, groups and invariants.- On a conjecture concerning coverings of Hamming space.- An improved upper bound on covering radius.- Association schemes and difference sets defined on two weight codes.- Automorphisms of two families of extended non binary cyclic Goppa Codes.- Some quasi-perfect cyclic codes.- Explicit Kerdock codes over GF(2).- Une classe de codes 2-correcteurs adaptes aux systems…mehr

Produktbeschreibung
On associative algebras of minimal rank.- Construction of primitive idempotents for a variable codes.- Multivariate polynomials in coding theory.- Enumeration of self dual 2k circulant codes.- Codes, groups and invariants.- On a conjecture concerning coverings of Hamming space.- An improved upper bound on covering radius.- Association schemes and difference sets defined on two weight codes.- Automorphisms of two families of extended non binary cyclic Goppa Codes.- Some quasi-perfect cyclic codes.- Explicit Kerdock codes over GF(2).- Une classe de codes 2-correcteurs adaptes aux systems d'information formates.- LOUSTICC simulation software : Experimental results of coding systems.- An algorithm of complete decoding of double-error-correcting goppa codes.- On the number of divisors of a polynomial over GF(2).- Multivariate polynomial factoring and detection of true factors.- Discriminants and the irreducibility of a class of polynomials.- Computational aspects of reduction strategies to construct resolutions of monomial ideals.- Designs arising from symplectic geometry.- Distance ¿ transitive graphs and the problem of maximal subgroups of symmetric groups.- Can a fast signature scheme without secret key be secure / Un Schema de Signature Courte et Rapide N'Utilisant pas de CLE Secrete Peut-IL Etre Fiable?.- Manipulation of recurrence relations in computer algebra.- Some design principles for a mathematical knowledge representation system: A new approach to scientific calculation.
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