<b>Duality for semidefinite programming; Entropy optimization: Interior point methods; Homogeneous selfdual methods for linear programming; Linear programming: Interior point methods; Linear programming: Karmarkar projective algorithm; Matrix completion problems; Potential reduction methods for linear programming; Semi-infinite programming, semidefinite programming and perfect duality; Semidefinite programming and determinant maximization; Semidefinite programming and structural optimization; Semidefinite programming: Optimality conditions and stability; Sequential quadratic programming: Interior point methods for distributed optimal control problems; Solving large scale and sparse semidefinite programs; Successive quadratic programming: Solution by active sets and interior point methods</b> INTERIOR POINT METHODS FOR SEMIDEFINITE PROGRAMMING

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• ContentType：Reference Work Entry
• DOI：10.1007/0-306-48332-7_219
• Publisher：Springer US
• Author ：Christodoulos A. Floudas ; Panos M. Pardalos
• PrintIssn_Isbn：978-0-7923-6932-5
• OnlineIssn_Isbn：978-0-306-48332-5
• SubjectCategory：Mathematics and Statistics
• Copyright：2001
• SeriesParentPublication：Encyclopedia of Optimization
• Pages：=1091-1095