Credits

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Credits:

Andersen, E	Boyd, S	H. D. Mittelmann	Kalvelagen, E	Lebret, H
Lobo, M S	Pataki, G	R. Vanderbei	Schmieta, S	Vandenberghe, L
Yu-Ju Kuo

Credit List:

Andersen, E:

Andersen, E, MOSEK Optimization Tools Manual, online at http://www.mosek.com/documentation.html.
Models:

Boyd, S:

Lobo, M S, Vandenberghe, L, Boyd, S, and Lebret, H, Applications of Second Order Cone Programming. Linear Algebra and its Applications, Special Issue on Linear Algebra in Control, Signals and Image Processing. 284 (November, 1998).
Models:

H. D. Mittelmann:

Yu-Ju Kuo, and H. D. Mittelmann, Interior Point Methods for Second Order Cone Programming and OR Applications. Computational Optimization and Applications (to appear).
Models:

Kalvelagen, E:

Kalvelagen, E, Model Building with GAMS. forthcoming
Models:

Lebret, H:

Lobo, M S, Vandenberghe, L, Boyd, S, and Lebret, H, Applications of Second Order Cone Programming. Linear Algebra and its Applications, Special Issue on Linear Algebra in Control, Signals and Image Processing. 284 (November, 1998).
Models:

Lobo, M S:

Lobo, M S, Vandenberghe, L, Boyd, S, and Lebret, H, Applications of Second Order Cone Programming. Linear Algebra and its Applications, Special Issue on Linear Algebra in Control, Signals and Image Processing. 284 (November, 1998).
Models:

Pataki, G:

Pataki, G, and Schmieta, S, The DIMACS library of semidefinite-quadratic-linear programs. Tech. rep., Computational Optimization Research Center, Columbia University, 2002.
Pataki, G, and Schmieta, S, The DIMACS library of semidefinite-quadratic-linear programs, online at http://dimacs.rutgers.edu/Challenges/Seventh/Instances/.
Models:

R. Vanderbei:

R. Vanderbei, Nonlinear Optimization Models (AMPL), See http://www.princeton.edu/~rvdb/ampl/nlmodels/.
Models:

Schmieta, S:

Pataki, G, and Schmieta, S, The DIMACS library of semidefinite-quadratic-linear programs. Tech. rep., Computational Optimization Research Center, Columbia University, 2002.
Pataki, G, and Schmieta, S, The DIMACS library of semidefinite-quadratic-linear programs, online at http://dimacs.rutgers.edu/Challenges/Seventh/Instances/.
Models:

Vandenberghe, L:

Lobo, M S, Vandenberghe, L, Boyd, S, and Lebret, H, Applications of Second Order Cone Programming. Linear Algebra and its Applications, Special Issue on Linear Algebra in Control, Signals and Image Processing. 284 (November, 1998).
Models:

Yu-Ju Kuo:

Yu-Ju Kuo, and H. D. Mittelmann, Interior Point Methods for Second Order Cone Programming and OR Applications. Computational Optimization and Applications (to appear).
Models: