Samuel A. Burer
Affiliations: | Applied Mathematical & Computational Sciences | University of Iowa, Iowa City, IA |
Area:
Applied Mathematics, Computer ScienceGoogle:
"Samuel Burer"Children
Sign in to add trainee| Changhui Choi | grad student | 2007 | University of Iowa |
| Jieqiu Chen | grad student | 2010 | University of Iowa |
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Publications
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| Burer S, Ye Y. (2020) Exact Semidefinite Formulations for a Class of (Random and Non-Random) Nonconvex Quadratic Programs Mathematical Programming. 181: 1-17 |
| Xu G, Burer S. (2018) A copositive approach for two-stage adjustable robust optimization with uncertain right-hand sides Computational Optimization and Applications. 70: 33-59 |
| Xu G, Burer S. (2018) A data-driven distributionally robust bound on the expected optimal value of uncertain mixed 0-1 linear programming Computational Management Science. 15: 111-134 |
| Yang B, Anstreicher KM, Burer S. (2018) Quadratic programs with hollows Mathematical Programming. 170: 541-553 |
| Xu G, Burer S. (2017) Robust sensitivity analysis of the optimal value of linear programming Optimization Methods & Software. 32: 1187-1205 |
| Xu G, Burer S. (2017) A branch-and-bound algorithm for instrumental variable quantile regression Mathematical Programming Computation. 9: 471-497 |
| Burer S, Kılınç-Karzan F. (2017) How to convexify the intersection of a second order cone and a nonconvex quadratic Mathematical Programming. 162: 393-429 |
| Yang B, Burer S. (2016) A Two-Variable Approach to the Two-Trust-Region Subproblem Siam Journal On Optimization. 26: 661-680 |
| Burer S. (2015) A gentle, geometric introduction to copositive optimization Mathematical Programming. 151: 89-116 |
| Chen J, Burer S. (2014) A First-Order Smoothing Technique for a Class of Large-Scale Linear Programs Siam Journal On Optimization. 24: 598-620 |