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0 I have a (non-convex) quadratic optimization with linear constraints as follows $qquad qquad min_x frac{1}{2}x^TSx + w^Tx \ qquad qquad s.t. quad Cx leq b$ . I know that S is not positive semi-definite, but it is a matrix with element zero and -1 and the diagonal is zero for sure. I have seen some papers by Jeyakumar about the optimal of quadratic non-convex programming with quadratic constraints; however they cannot be applied to this minimization. Anybody has any clue?! quadratics nonlinear-optimization non-convex-optimization share | cite | improve this question asked 2 days ago Majid Mohammadi

7 1 Is there any benefit to leaving a Pokemon with 2 moves at a gym? Will the AI make the better move for the situation? pokemon-go share | improve this question edited yesterday Ginge 127 7 asked yesterday Styxsksu 432 3 10 add a comment  |