Titlebook: Applied Algebra, Algebraic Algorithms and Error-Correcting Codes; 11th International S Gérard Cohen,Marc Giusti,Teo Mora Conference proceed

聯(lián)想

https://doi.org/10.1007/978-90-481-2694-1ood candidate to have binomially distributed weights for large code length, i. e., is a good candidate for an asymptotically optimal code family on the binary symmetric channel when decoded by a Maximum-Likelihood-Decoder with all codewords having equal prior probabilities.

逢迎春日

engender

很是迷惑

Bivariate polynomial multiplication patterns, admits the reduced upper bound 3n. + 4n + 1, opposed to a lower bound of 2.. + 4. + 1. We have a similar saving factor for the . case with factors . of total degree . to be multiplied mod (..,....). There remains the issue to find the exact complexities of these multiplication problems.

ONYM

Gudgeon

Mucosa

,Triangular systems and factorized Gr?bner bases,tion at a heuristical level and full decomposition into prime components. Our approach grew up from a consequent interpretation of the algorithmic ideas in [5] as a . quotient computation in favour of early use of (multivariate) factorization. It is implemented in version 2.2 of the REDUCE package CALI [8].

織物

Analog Circuits and Signal Processingcomplexity of constructing the optimal addition chain for such . is too high. We consider the binary representation for the number . and simplify exponentiation by applying ideas close to ideas exploited in data compression. Asymptotical efficiency of the new algorithms is estimated and numerical results are given.

Aromatic

Analog Circuits and Signal Processinguces the problem to that of specializing a primitive element, which we are able to do in the case of the descending by successive inclusions. We incidentally supply a way to make separable a resolvent.

agitate