## Applied Algebra, Algebraic Algorithms, and Error-correcting Codes: Sixth International Conference, AAECC-6, Rome, Italy, July 1988 : Proceedings |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

Monomial Ideals Group Algebras and Error Correcting Codes | 181 |

M Venturini Zilli Ed Mathematical Models for the Seman Vol 306 M Boscarol L Carlucci Aiello G Levi Eds Foundations | 196 |

An Assistant Algorithms Analyzer | 201 |

Symmetry and Duality in Normal Basis Multiplication | 230 |

On the Complexity of Satisfiability Problems for Algebraic Structures Preliminary Report | 250 |

A Graphics Interface to REDUCE | 274 |

VLSI Designs for Multiplication over Finite Fields GF2m | 297 |

A Primality Test Using Cyclotomic Extensions | 310 |

NDimensional BerlekampMassey Algorithm for Multiple Arrays and Construction | 356 |

Improving on the SphereCovering Bound | 377 |

A Covering Problem in the Odd Graphs | 396 |

Succinct Representations of Counting Problems | 415 |

How to Guess 1th Roots Modulo n by Reducing Lattice Bases | 427 |

A Study on ImaiHirakawa TrellisCoded Modulation Schemes | 443 |

Embedding Flexible Control Strategies into Object Oriented Languages | 454 |

On Binary Codes of Order 3 | 467 |

The Method of Syndrome Coding and its Application for Data Compression and Processing | 324 |

On Completely Regular Propelinear Codes | 341 |

The Weights of the Orthogonals of Certain Cyclic Codes of Extended Goppa Codes | 476 |

### Other editions - View all

Applied Algebra, Algebraic Algorithms and Error-Correcting Codes Teo Mora,Harold F. Mattson No preview available - 2014 |

Applied Algebra, Algebraic Algorithms and Error-Correcting Codes Harold F. Mattson,Teo Mora,T. R. N. Rao No preview available - 2014 |

### Common terms and phrases

algebraically independent algorithm apply array asymptotic bases Berlekamp-Massey algorithm binary bits boolean function code of length codeword coefficients color combinatorial Commutative Algebra complexity compute consider construction convolution coordinates corresponding covering radius curve cyclic codes cyclotomic extension decoding defined definition deg F degree denote device differential dimension display distance element equations equivalent error example exists fe[x field finite finite field given gl.dim Goppa Goppa codes graph graphics Grobner basis group algebras Hadamard code Hence homogeneous IEEE Trans IH-TCM implementation input integer irreducible polynomial isomorphic lattice Lemma Let G linear codes linear forms mapping Math matrix method modulo monomial monomial code multiplication obtain output parameters permutation plane Preprint problem Proof Proposition quadratic reduced result ring root of unity scheme segment sequences solution step subset symbol symmetry Symtest Theorem Theory transformation variables vector zero