Ho , Charlotte Yuk Fan and Ling, Bingo Wing-Kuen and Liu, Yan-Qun and Tam, Peter Kwong-Shun and Teo, Kok-Lay (2006) Efficient algorithm for solving semi-infinite programming problems and their applications to nonuniform filter bank designs. IEEE Transactions on Signal Processing , 54 (11). 4223 -4232. ISSN 1053-587X

Preview

PDF Efficient_Algorithm_for_Solving_Semi-infinite.pdf - Whole Document Download (343Kb)

Abstract

An efficient algorithm for solving semi-infinite programming problems is proposed in this paper. The index set is constructed by adding only one of the most violated points in a refined set of grid points. By applying this algorithm for solving the optimum nonuniform symmetric/antisymmetric linear phase finite-impulse-response (FIR) filter bank design problems, the time required to obtain a globally optimal solution is much reduced compared with that of the previous proposed algorithm

Item Type:	Article
Additional Information:	An efficient algorithm for solving semi-infinite programming problems is proposed in this paper. The index set is constructed by adding only one of the most violated points in a refined set of grid points. By applying this algorithm for solving the optimum nonuniform symmetric/antisymmetric linear phase finite-impulse-response (FIR) filter bank design problems, the time required to obtain a globally optimal solution is much reduced compared with that of the previous proposed algorithm
Keywords:	semi-infinite programming, dual parameterization, nonuniform filter banks
Subjects:	H Engineering > H600 Electronic and Electrical Engineering
Divisions:	College of Sciences > Faculty of Science > Lincoln School of Engineering
Depositing User:	Rosaline Smith
Date Deposited:	22 Jun 2010 20:42
Last Modified:	13 Mar 2013 08:39
URI:	http://eprints.lincoln.ac.uk/id/eprint/2699

Actions (login required)

View Item