Apr 5, 2016 · In this paper we propose a mixed-integer semidefinite programming approach for computing these optimal constants. This also subsumes sparse principal component ...

In this paper we propose a mixed-integer semidefinite programming approach for computing these optimal constants. This also subsumes sparse principal component ...

Computing Restricted Isometry Constants via Mixed-Integer Semidefinite Programming ... 2016. TLDR. This paper proposes a mixed-integer semidefinite programming ...

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Nov 8, 2023 · This paper studies the theoretical role of mixed-integer semidefinite programming in discrete optimization. We show that many problems can be ...

Jan 11, 2018 · Computing restricted isometry constants via mixed-integer semidefinite programming. Technical report, Optimization Online, 2016. January 11 ...

An easy way to build parallel state-of-the-art combinatorial optimization problem solvers: A computational study on solving steiner tree problems and mixed ...

Mar 7, 2018 · Computing restricted isometry constants via mixed-integer semidefinite programming. Technical report, Optimization Online, 2016. T. Gally ...

In this paper we show similar results for a wide variety of discrete optimization problems for which SDP relaxations have been derived.

Mar 13, 2024 · In this paper we study the well-known Chvátal–Gomory (CG) procedure for the class of integer semidefinite programs (ISDPs).