1 Interior - point methods for large - scale cone programming


In the conic formulation of a convex optimization problem the constraints are expressed as linear inequalities with respect to a possibly non-polyhedral convex cone. This makes it possible to formulate elegant extensions of interior-point methods for linear programming to general nonlinear convex optimization. Recent research on cone programming algorithms… (More)


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@inproceedings{Andersen20101I, title={1 Interior - point methods for large - scale cone programming}, author={Martin Andersen}, year={2010} }