Pages that link to "Item:Q2010098"
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The following pages link to A new bounded degree hierarchy with SOCP relaxations for global polynomial optimization and conic convex semi-algebraic programs (Q2010098):
Displaying 16 items.
- A numerical evaluation of the bounded degree sum-of-squares hierarchy of Lasserre, Toh, and Yang on the pooling problem (Q1657401) (← links)
- Convergent conic linear programming relaxations for cone convex polynomial programs (Q1728215) (← links)
- Exact SDP reformulations of adjustable robust linear programs with box uncertainties under separable quadratic decision rules via SOS representations of non-negativity (Q2052413) (← links)
- Unconstrained minimization of block-circulant polynomials via semidefinite program in third-order tensor space (Q2079694) (← links)
- Second-order cone programming relaxations for a class of multiobjective convex polynomial problems (Q2150767) (← links)
- Conic linear programming duals for classes of quadratic semi-infinite programs with applications (Q2156392) (← links)
- A note on convex relaxations for the inverse eigenvalue problem (Q2230796) (← links)
- Alternative SDP and SOCP approximations for polynomial optimization (Q2287850) (← links)
- A bounded degree SOS hierarchy for polynomial optimization (Q2397758) (← links)
- Sums of squares polynomial program reformulations for adjustable robust linear optimization problems with separable polynomial decision rules (Q2677664) (← links)
- Further results on sum-of-squares tensors (Q5038186) (← links)
- A Lagrange Multiplier Expression Method for Bilevel Polynomial Optimization (Q5158762) (← links)
- Conic relaxations with stable exactness conditions for parametric robust convex polynomial problems (Q6103695) (← links)
- On semidefinite programming relaxations for a class of robust SOS-convex polynomial optimization problems (Q6200383) (← links)
- Robust second order cone conditions and duality for multiobjective problems under uncertainty data (Q6203549) (← links)
- Hierarchy relaxations for robust equilibrium constrained polynomial problems and applications to electric vehicle charging scheduling (Q6631573) (← links)