Publication | Open Access
Implementation of interior point methods for mixed semidefinite and second order cone optimization problems
193
Citations
60
References
2002
Year
Mathematical ProgrammingNumerical AnalysisConic OptimizationEngineeringElaborate DiscussionConvex OptimizationComputer EngineeringMixed SemidefiniteSystems EngineeringSemi-definite OptimizationInverse ProblemsNonlinear OptimizationSemidefinite ProgrammingStructural OptimizationApproximation TheoryInterior Point MethodsDesign Choices
There is a large number of design choices to be made in the implementation of the primal-dual interior point method for mixed semidefinite and second order cone optimization. This article presents such issues in a unified framework whenever possible. However, semidefinite and second order cone components are sometimes treated separately to highlight the differences that are necessary for efficient implementations. While this article provides a comparison of choices made by different research groups, it is also the first article to provide an elaborate discussion of the implementation in SeDuMi.
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