On pairs of vectors achieving the maximal angle of a convex cone
Mathematical Programming: Series A and B
Searching for critical angles in a convex cone
Mathematical Programming: Series A and B - Series B - Special Issue: Nonsmooth Optimization and Applications
On the asymmetric eigenvalue complementarity problem
Optimization Methods & Software - GLOBAL OPTIMIZATION
A Variational Approach to Copositive Matrices
SIAM Review
A nonsmooth algorithm for cone-constrained eigenvalue problems
Computational Optimization and Applications
Journal of Global Optimization
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We study the local minima and the critical values of a quadratic form on the trace of a convex cone. This variational problem leads to the development of a spectral theory that combines matrix algebra and facial analysis of convex cones.