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Robust envelope-constrained filter with orthonormal bases and semi-definite and semi-infinite programming
Abstract In this paper, the equivalence relation between a semi-infinite quadratically constrained convex quadratic programming problem and a combined semi-definite and semi-infinite programming problem is considered. Then, an efficient and reliable discretization algorithm for solving a general class of combined semi-definite and semi-infinite programming problems is developed. Both the continuous-time envelope-constrained optimal equalization filter and the corresponding robust envelope-constrained filter for a communication channel are solved by using the proposed algorithm.
Robust envelope-constrained filter with orthonormal bases and semi-definite and semi-infinite programming
Abstract In this paper, the equivalence relation between a semi-infinite quadratically constrained convex quadratic programming problem and a combined semi-definite and semi-infinite programming problem is considered. Then, an efficient and reliable discretization algorithm for solving a general class of combined semi-definite and semi-infinite programming problems is developed. Both the continuous-time envelope-constrained optimal equalization filter and the corresponding robust envelope-constrained filter for a communication channel are solved by using the proposed algorithm.
Robust envelope-constrained filter with orthonormal bases and semi-definite and semi-infinite programming
Li, S. J. (author) / Teo, K. L. (author) / Yang, X. Q. (author) / Wu, S. Y. (author)
Optimization and Engineering ; 8 ; 299-319
2007-06-28
21 pages
Article (Journal)
Electronic Resource
English
Envelope constrained filter , Robust envelope constrained filter , Semi-infinite quadratically constrained convex quadratic programming , Combined semi-definite and semi-infinite programming , Discretization algorithm Mathematics , Optimization , Engineering, general , Systems Theory, Control , Environmental Management , Operation Research/Decision Theory , Financial Engineering
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