Efficient algorithms for solving rank tw
β
Yasutoshi Yajima; Hiroshi Konno
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Article
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1991
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Springer US
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English
β 866 KB
Finitely convergent algorithms for solving rank two and three bilinear programming problems are proposed. A rank k bilinear programming problem is a nonconvex quadratic programming problem with the following structure: minimize c& + df,y + i c;x-d;y(xEX, yEY , j=l I where XC R"' and Y C RnZ are non