Applied Algebra, Algebraic Algorithms and Error-Correcting Codes: 5th International Conference, AAECC-5, Menorca, Spain, June 15-19, 1987. Proceedings / Edition 1

Applied Algebra, Algebraic Algorithms and Error-Correcting Codes: 5th International Conference, AAECC-5, Menorca, Spain, June 15-19, 1987. Proceedings / Edition 1

by Llorenc Huguet, Alain Poli
ISBN-10:
3540510826
ISBN-13:
9783540510826
Pub. Date:
07/10/1989
Publisher:
Springer Berlin Heidelberg
ISBN-10:
3540510826
ISBN-13:
9783540510826
Pub. Date:
07/10/1989
Publisher:
Springer Berlin Heidelberg
Applied Algebra, Algebraic Algorithms and Error-Correcting Codes: 5th International Conference, AAECC-5, Menorca, Spain, June 15-19, 1987. Proceedings / Edition 1

Applied Algebra, Algebraic Algorithms and Error-Correcting Codes: 5th International Conference, AAECC-5, Menorca, Spain, June 15-19, 1987. Proceedings / Edition 1

by Llorenc Huguet, Alain Poli

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Overview

The present volume contains the proceedings of the AAECC-5 Conference held at Menorca (Balearic Islands), June 15-19, 1987. The annual International AAECC Conference covers a range of topics related to Applied Algebra, Error-Correcting Codes, Finite Algebraic Structures, Computational Methods and Complexity in Algebra and Geometry. For the AAECC-5 Conference 73 papers were presented. Out of these thirty papers were selected for publication in the proceedings. They deal with topics such as error correcting codes (concerning problems of covering radius, decoding methods, expert systems and general results in coding theory), computational algebra, Gröbner basis, complexity, finite algebra and graphs. The proceedings of the 6th conference are published as Vol. 357 of the Lecture Notes in Computer Science.

Product Details

ISBN-13: 9783540510826
Publisher: Springer Berlin Heidelberg
Publication date: 07/10/1989
Series: Lecture Notes in Computer Science , #356
Edition description: 1989
Pages: 420
Product dimensions: 6.10(w) x 9.25(h) x 0.03(d)

Table of Contents

Non simple tournaments : Theoretical properties and a polynomial algorithm.- Covering radius for codes obtained from T(m) triangular graphs.- Searching for weakly auorrelated binary sequences.- On the prefixes of a random trace and the membership problem for context-free trace languages.- On decoding binary quadratic residue codes.- Pseudometrics associated with fuzzy relations having weak properties.- Towards an expert system for error correcting codes: SECC.- An Iterative Euclidean Algorithm.- Gröbner bases and differential algebra.- A procedure to prove geometrical statements.- Some applications of a classification of affine-invariant codes.- On the computation of the local and global analytic branches of a real algebraic curve.- Distribution of codewords and decoding error rate in rs codes with application to performance evaluation from optical disc.- On generalized minimum distance decoding.- Newton symmetric functions and the arithmetic of algebraically closed fields.- Non linear covering codes : A few results and conjectures.- Grobner bases, Ritt's algorithm and decision procedures for algebraic theories.- An algebraic model for the storage of data in parallel memories.- Algebrric solution of systems of polynomirl equations using Groebher bases.- How to decide whether a polynomial ideal is primary or not.- On the computational complexity of polynomials and bilinear mappings. A survey.- Coding theory and its applications in Japan.- Binary sequences with good correlation properties.- Hankel matrices and polynomials.- On the (d,D,D,s)-digraph problem.- It is decidable in polynomial time whether a monoid presented by a finite weight-reducing and confluent thue system is torsion-free.- A shift-remainder GCD algorithm.- New class of cyclic, random and burst errorcorrecting codes.- A conjecture on the free distance of (2,1,m) binary convolutional codes.- On the construction of completely regular linear codes from distance — Regular graphs.- Synthesis of two-dimensional linear feedback shift registers and Groebner bases.- Constructing universal Gröbner bases.
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