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How can I solve semidefinite programming problems? Can any one with
Hello. I am a student learning signal processing. I need my data to be calculated which needs optimization. And I am using Mathematica for programming. But till now I do not find any functions in mathematica for semidefinte programming. The problem is min C'XC s.t. B>=0, W>=0 ,t>=0, X'=X where C' ,X' are the transpose of C and X, respectively. C,B,W are matrices where B is a block matrix containing X. t is a number to be calculated. X is the unknown symmetic matrix to be found. I asked Nathan Brixius,the author of SDPMATH package which is used in Mathematica for semidefinite programming in 90's. But the link to SDPMATH package is missing (http://www.cs.uiowa.edu/~brixius/sdp.html ). And after I wrote a letter to the author , he said the package is lost. How can I solve semidefinite programming problems in mathematica? Are there any innard or build-in methods in mathematica? Can any one with kindness help me? Thanks a lot.