Gerard Cornuejols
Affiliations: | Carnegie Mellon University, Pittsburgh, PA |
Area:
Operations Research, MathematicsGoogle:
"Gerard Cornuejols"Parents
Sign in to add mentor| George L. Nemhauser | grad student | 1978 | Cornell | |
| (Analysis of Algorithms for A Class of Location Problems.) | ||||
Children
Sign in to add trainee| Kent H. Andersen | grad student | 2004 | Carnegie Mellon |
| Xinming Liu | grad student | 2004 | Carnegie Mellon |
| Giacomo Zambelli | grad student | 2004 | Carnegie Mellon |
| Marco Molinaro | grad student | 2013 | Carnegie Mellon |
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Publications
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| Kocuk B, Cornuéjols G. (2020) Incorporating Black-Litterman views in portfolio construction when stock returns are a mixture of normals Omega-International Journal of Management Science. 91: 102008 |
| Abdi A, Cornuéjols G, Guričanová N, et al. (2020) Cuboids, a class of clutters Journal of Combinatorial Theory, Series B. 142: 144-209 |
| Cornuéjols G, Lee D, Li Y. (2020) On the Rational Polytopes with Chvátal Rank 1 Mathematical Programming. 179: 21-46 |
| Abdi A, Cornuéjols G, Lee D. (2020) Intersecting restrictions in clutters Combinatorica. 1-19 |
| Abdi A, Cornuéjols G. (2019) Idealness and 2-resistant sets Operations Research Letters. 47: 358-362 |
| Cornuéjols G, Li Y. (2018) When the Gomory–Chvátal closure coincides with the integer hull Operations Research Letters. 46: 251-256 |
| Cornuéjols G, Lee D. (2018) On some polytopes contained in the 0, 1 hypercube that have a small Chvátal rank Mathematical Programming. 172: 467-503 |
| Abdi A, Pashkovich K, Cornuéjols G. (2017) Ideal Clutters That Do Not Pack Mathematics of Operations Research. 43: 533-553 |
| Davarnia D, Cornuéjols G. (2017) From estimation to optimization via shrinkage Operations Research Letters. 45: 642-646 |
| Basu A, Conforti M, Cornuéjols G, et al. (2017) Optimality certificates for convex minimization and Helly numbers Operations Research Letters. 45: 671-674 |