2013Unpublished venueRequires access

Linear Project Second Order-Cone Programme

Zhenhua Li, Wenling Zhao

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Abstract

In recent years cone constraint optimization proble ms has been favored by scholars, especially for the second-order cone constraints programming problem,they have carried on the detailed study, had got the corresponding theoretical achievements. In this pap er, on the basis of the existing cone constraint op timization problem, we puts forward the definition of projecti on second-order cone ,we related properties of this cone and the corresponding convexity function, the linear projec ted second-order cone constraint programme problem, the dual problem, the optimality conditions ,we can converte d it into corresponding second-order cone programme problems.

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What this paper is about

In recent years cone constraint optimization proble ms has been favored by scholars, especially for the second-order cone constraints programming problem,they have carried on the detailed study, had got the corresponding theoretical achievements. In this pap er, on the basis of the existing cone constraint op timization problem, we puts forward the definition of projecti on second-order cone ,we related properties of this cone and the corresponding convexity function, the linear projec ted second-order cone constraint programme problem, the dual problem, the optimality conditions ,we can converte d it into corresponding second-order cone programme problems.

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Available abstract

In recent years cone constraint optimization proble ms has been favored by scholars, especially for the second-order cone constraints programming problem,they have carried on the detailed study, had got the corresponding theoretical achievements. In this pap er, on the basis of the existing cone constraint op timization problem, we puts forward the definition of projecti on second-order cone ,we related properties of this cone and the corresponding convexity function, the linear projec ted second-order cone constraint programme problem, the dual problem, the optimality conditions ,we can converte d it into corresponding second-order cone programme problems.

Key concepts: Cone (formal languages), Second-order cone programming, Dual cone and polar cone, Convexity, Constraint (computer-aided design), Mathematics, Mathematical optimization, Linear programming

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