Kou Shushun. The Existence of the Solution for Linear Complementary Problem[J]. Applied Mathematics and Mechanics, 1995, 16(7): 641-644.
Citation:
Kou Shushun. The Existence of the Solution for Linear Complementary Problem[J]. Applied Mathematics and Mechanics, 1995, 16(7): 641-644.
Kou Shushun. The Existence of the Solution for Linear Complementary Problem[J]. Applied Mathematics and Mechanics, 1995, 16(7): 641-644.
Citation:
Kou Shushun. The Existence of the Solution for Linear Complementary Problem[J]. Applied Mathematics and Mechanics, 1995, 16(7): 641-644.
The Existence of the Solution for Linear Complementary Problem
Received Date: 1994-10-25
Publish Date:
1995-07-15
Abstract
This paper deals with the existince of the solulionlor linear complementaryproblern.The uniqueness theorem of lhe solution for linear compiementary.problem isproved.Two evaniples are given.They show that "Mis positive sermidefinite" neither sufficient nor necessary codition for the,existence to the solution of linear complementary problem.
References
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M.S.Bazaraa and C.M.Shetty,Nonlinear Programming,Theory and Algorithms.New York.John Wiley & Sons.Inc.,(1979).437-453.
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G.V.Reklaitis,etc.,Engineering Optimization.Methods and Applications.New York.John Wiley & Sons.Inc.,(1983).486-494.
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寇述舜,《凸分析与凸二次规划》.天津大学出版社.天津(1994),157-173.
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