Andrew C. Trapp, Ph.D.
Affiliations: | 2011 | University of Pittsburgh, Pittsburgh, PA, United States |
Area:
Operations Research, Bioinformatics Biology, Computer ScienceGoogle:
"Andrew Trapp"Parents
Sign in to add mentor| Oleg A. Prokopyev | grad student | 2011 | University of Pittsburgh | |
| (On solving selected nonlinear integer programming problems in data mining, computational biology, and sustainability.) | ||||
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Publications
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| Maass KL, Trapp AC, Konrad R. (2020) Optimizing placement of residential shelters for human trafficking survivors Socio-Economic Planning Sciences. 70: 100730 |
| Petit T, Trapp AC. (2019) Enriching Solutions to Combinatorial Problems via Solution Engineering Informs Journal On Computing. 31: 429-444 |
| Trapp AC, Sarkis J. (2016) Identifying Robust portfolios of suppliers: A sustainability selection and development perspective Journal of Cleaner Production. 112: 2088-2100 |
| Trapp AC, Li C, Flaherty P. (2016) Recovering all generalized order-preserving submatrices: new exact formulations and algorithms Annals of Operations Research. 1-20 |
| Trapp AC, Konrad RA. (2015) Finding diverse optima and near-optima to binary integer programs Iie Transactions (Institute of Industrial Engineers). 47: 1300-1312 |
| Trapp AC, Rangwala AS. (2015) Analyzing the impact of in-rack sprinklers in a warehouse fire: A demonstration of the role optimization has in mitigating damage Fire Safety Journal. 73: 55-62 |
| Trapp AC, Prokopyev OA. (2015) A note on constraint aggregation and value functions for two-stage stochastic integer programs Discrete Optimization. 15: 37-45 |
| Trapp AC, Prokopyev OA, Schaefer AJ. (2013) On a level-set characterization of the value function of an integer program and its application to stochastic programming Operations Research. 61: 498-511 |
| Trapp AC, Zink F, Prokopyev OA, et al. (2011) Thermoacoustic heat engine modeling and design optimization Applied Thermal Engineering. 31: 2518-2528 |
| Temiz NA, Trapp A, Prokopyev OA, et al. (2010) Optimization of minimum set of protein-DNA interactions: a quasi exact solution with minimum over-fitting. Bioinformatics (Oxford, England). 26: 319-25 |