Pages that link to "Item:Q415403"
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The following pages link to Global quadratic minimization over bivalent constraints: necessary and sufficient global optimality condition (Q415403):
Displaying 16 items.
- Finding the maximum eigenvalue of essentially nonnegative symmetric tensors via sum of squares programming (Q378284) (← links)
- The unconstrained binary quadratic programming problem: a survey (Q405668) (← links)
- Global optimality conditions and optimization methods for quadratic assignment problems (Q422852) (← links)
- Sufficient global optimality conditions for bivalent quadratic optimization (Q702386) (← links)
- Global optimality conditions for cubic minimization problems with cubic constraints (Q907371) (← links)
- Global minimization of difference of quadratic and convex functions over box or binary constraints (Q928298) (← links)
- An optimality criterion for global quadratic optimization (Q1187846) (← links)
- Global optimization of a quadratic functional with quadratic equality constraints. II (Q1357525) (← links)
- The exact extreme response and the confidence extreme response analysis of structures subjected to uncertain-but-bounded excitations (Q1988812) (← links)
- First- and second-order optimality conditions for quadratically constrained quadratic programming problems (Q2139247) (← links)
- New sufficient global optimality conditions for linearly constrained bivalent quadratic optimization problems (Q2379828) (← links)
- Global optimality principles for polynomial optimization over box or bivalent constraints by separable polynomial approximations (Q2442635) (← links)
- Sufficient conditions for global optimality of bivalent nonconvex quadratic programs with inequality constraints (Q2471081) (← links)
- Global optimality conditions for quadratic optimization problems with binary constraints (Q2706322) (← links)
- CONDITIONS FOR GLOBAL OPTIMALITY OF QUADRATIC MINIMIZATION PROBLEMS WITH LMI CONSTRAINTS (Q3439884) (← links)
- A sufficient conditions for global quadratic optimization (Q5147640) (← links)