ISCAS'99. Proceedings of the 1999 IEEE International Symposium on Circuits and Systems VLSI (Cat. No.99CH36349)
DOI: 10.1109/iscas.1999.778872
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Efficient allocation of power of two terms in FIR digital filter design using tabu search

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Cited by 19 publications
(10 citation statements)
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“…It has been successfully used for various system-level design problems, such as yield maximization problems [Alippi et al 2003], FIR filter design [Traferro et al 1999], mapping and scheduling of task graphs on SoCs [Wild et al 2003], and latency-area tradeoffs for NoCs [Cardoso et al 2005]. Several researchers have compared tabu search with other optimization heuristics, such as simulated annealing and genetic algorithms and shown the superiority of tabu search with regard to optimization time and quality of results [Hajji et al 2002;Wild et al 2003;Pierre and Houeto 2002;Krishnamachari and Wicker 2000;Eles et al 1997].…”
Section: The Tabu Search Based Heuristicmentioning
confidence: 99%
“…It has been successfully used for various system-level design problems, such as yield maximization problems [Alippi et al 2003], FIR filter design [Traferro et al 1999], mapping and scheduling of task graphs on SoCs [Wild et al 2003], and latency-area tradeoffs for NoCs [Cardoso et al 2005]. Several researchers have compared tabu search with other optimization heuristics, such as simulated annealing and genetic algorithms and shown the superiority of tabu search with regard to optimization time and quality of results [Hajji et al 2002;Wild et al 2003;Pierre and Houeto 2002;Krishnamachari and Wicker 2000;Eles et al 1997].…”
Section: The Tabu Search Based Heuristicmentioning
confidence: 99%
“…Coefficient truncation subsequently appeared in other fields like speech processing [5] and control [6]. Several methods have been proposed for coefficient truncation: exhaustive search over possible truncated coefficients [3], successive truncation of coefficients and reoptimization over remaining ones [4], [7], local bivariate search around the scaled and truncated coefficients [8], tree-traversal techniques for truncated coefficients organized in a tree according to their complexity [9], [10], coefficient quantization using information-theoretic bounds [11], weighted least-squares [12], simulated annealing [13], [14], genetic algorithms [15]- [17], Tabu search [18], design of optimal filter realizations that minimize coefficient complexity [13]. Other approaches have formulated the problem as a nonlinear discrete optimization problem [19], or have used integer programming techniques [20]- [22].…”
Section: W E Consider a Discrete-time Filter Defined By Its Transfer mentioning
confidence: 99%
“…Tabu Search is a heuristic introduced by Glover (19) . It has been successfully used for various system level design problems, such as yield maximisation problems, (20) FIR filter design, (21) mapping and scheduling of task graphs on SoCs, (22) and latency-area trade-offs for NoCs. (23) Several researchers have compared Tabu Search with other optimisation heuristics, such as Simulated Annealing and Genetic Algorithms and shown the superiority of Tabu Search with regard to optimisation time and quality of results (22,(24)(25)(26)(27) .…”
Section: Selection Of Communication Supportsmentioning
confidence: 99%