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About: Biconvex optimization     Goto   Sponge   NotDistinct   Permalink

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Biconvex optimization is a generalization of convex optimization where the objective function and the constraint set can be biconvex. There are methods that can find the global optimum of these problems. A set is called a biconvex set on if for every fixed , is a convex set in and for every fixed , is a convex set in . A function is called a biconvex function if fixing , is convex over and fixing , is convex over .