Linear complementarity, linear and nonlinear programming
Citations
24 citations
24 citations
24 citations
Cites background or methods from "Linear complementarity, linear and ..."
...…reformulating the LCP into other types of problems. e first reformulation we present is known as the minimum map reformulation [Cottle et al., 1992, Murty, 1988, Pang, 1990] h.x; y/ min.x; y/ (1.17) An alternative convenient notation is min.x; y/ h.x; y/, which we use later whenwe generalize…...
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...Another popular reformulation is based on the Fischer-Burmeister function, which is defined as [Cottle et al., 1992, Fischer, 1992, Murty, 1988] FB.x; y/ p x2 C y2 x y (1.21) 1.1....
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24 citations
24 citations
Cites background from "Linear complementarity, linear and ..."
...In recent papers, we considered the reduction of convex linearly constrained minimization problems to box constrained minimization [11] and, more recently, we studied linear complementarity problems ([19], [5]) under the same framework [12]....
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