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Persistent URL http://purl.org/net/epubs/work/66083
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Record Id 66083
Title Modern methods for quadratic programming
Abstract In this talk I shall review the important advances in quadratic programming - the optimization of a quadratic function of many variables within a polyhedral feasible region - that have occurred since its inception in the late 1940s. I will consider both the convex and nonconvex cases, and illustrate the significant difficulties that arise in the latter. I shall describe the most successful current approaches, and highlight two new approaches in the convex case that overcome significant defects that arise with current methods.
Organisation STFC , SCI-COMP , SCI-COMP-CM
Keywords Engineering , optimization , quadratic programming
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Language English (EN)
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Presentation Presented at Landscapes in Mathematical Sciences, University of Bath, 15th March 2013. talk.pdf