Titlebook: Applied Algebra, Algebraic Algorithms and Error-Correcting Codes; 9th International Sy Harold F. Mattson,Teo Mora,T. R. N. Rao Conference p

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CLOT

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Computing roadmaps of general semi-algebraic sets,stly concerned with sets . ? .., our algorithm can also decide if points in an arbitrary set . ? .. can be joined by a semi-algebraic path, for any real closed field .. Our algorithm computes a one-dimensional semi-algebraic subset ?(.) of . (actually of an embedding of . in a space . for a certain

milligram

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是他笨

New systolic architectures for cyclic code encoding,.). Contrary to those published in the litterature, our encoders use the check polynomial H(x) of the code. For an (n,k) cyclic code, the first and second encoder consist respectively of (n-k) and k cells arranged into a serial-in serial-out one-dimensional systolic array. The second encoder perform

膝蓋

Algebraic constructions of efficient broadcast networks,fy prescribed bounds on the parameters maximum node degree and broadcast diameter. The broadcast diameter of a network is the maximum time required for a message originating at a node of the network to be relayed to all other nodes, under the restriction that in a single time step any node can commu

Spinal-Tap

Error-correction for WIMs and WUMs, write-unidirectional memories (WUMs). After two sections devoted to introducing the problems and defining the notations respectively, we dedicate section 3 to obtaining upper and lower bounds, then constructing WIM codes. The last part of our paper deals with WUM codes, viz. defining the model of e