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Titel: Applied Algebra, Algorithmics and Error -...
Verlag: Springer-Verlag, Berlin
Art des Buches: Ex-Library
Paperback. Ex-library. 2nd International Conference, AAECC-2, Toulouse, France, October 1984 Proceedings. Sticker, pen mark and ink stamp on front cover. Tape residue on spine foot. Spine ends, edges and leading corners are very lightly worn. Page block foot is marked. Minor marks on reverse of title page and preface page. Pen marks on contents pages. Pages 189 to 192 are dog eared. Pages are clean and text is clear throughout. Binding is sound. HJW. Buchnummer des Verkäufers 303744
Contenuti: 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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