arXiv Analytics

Sign in

arXiv:1803.07625 [math.OC]AbstractReferencesReviewsResources

Efficient treatment of bilinear forms in global optimization

Marcia Fampa, Jon Lee

Published 2018-03-20Version 1

We efficiently treat bilinear forms in the context of global optimization, by applying McCormick convexification and by extending an approach of Saxena, Bonami and Lee for symmetric quadratic forms to bilinear forms. A key application of our work is in treating "structural convexity" in a symmetric quadratic form.

Related articles: Most relevant | Search more
arXiv:2308.09556 [math.OC] (Published 2023-08-18)
A Principle for Global Optimization with Gradients
arXiv:1307.2791 [math.OC] (Published 2013-07-10)
The Effect of Hessian Evaluations in the Global Optimization αBB Method
arXiv:2107.12102 [math.OC] (Published 2021-07-26)
Global optimization using random embeddings