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Ahmet Keha

Affiliations: 
Industrial Engineering Arizona State University, Tempe, AZ, United States 
Area:
Industrial Engineering, Applied Mathematics, Computer Science
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"Ahmet Keha"
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Parents

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George L. Nemhauser grad student 2003 Georgia Tech
 (A polyhedral study of nonconvex piecewise linear optimization.)

Children

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Ketan Khowala grad student 2012 Arizona State

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Publications

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Zhang C, Nemhauser G, Sokol J, et al. (2018) Flexible solutions to maritime inventory routing problems with delivery time windows Computers & Operations Research. 89: 153-162
Papageorgiou DJ, Keha AB, Nemhauser GL, et al. (2014) Two-stage decomposition algorithms for single product maritime inventory routing Informs Journal On Computing. 26: 825-847
Papageorgiou DJ, Nemhauser GL, Sokol J, et al. (2014) MIRPLib - A library of maritime inventory routing problem instances: Survey, core model, and benchmark results European Journal of Operational Research. 235: 350-366
Khowala K, Fowler J, Keha A, et al. (2014) Single machine scheduling with interfering job sets Computers and Operations Research. 45: 97-107
Keha AB, Duman TM. (2010) Minimum distance computation of LDPC codes using a branch and cut algorithm Ieee Transactions On Communications. 58: 1072-1079
Balasubramanian H, Fowler J, Keha A, et al. (2009) Scheduling interfering job sets on parallel machines European Journal of Operational Research. 199: 55-67
Colak Altunc AB, Keha AB. (2009) Interval-indexed formulation based heuristics for single machine total weighted tardiness problem Computers and Operations Research. 36: 2122-2131
Keha AB, Khowala K, Fowler JW. (2009) Mixed integer programming formulations for single machine scheduling problems Computers and Industrial Engineering. 56: 357-367
Boushell TG, Fowler JW, Keha AB, et al. (2008) Evaluation of heuristics for a class-constrained lot-to-order matching problem in semiconductor manufacturing International Journal of Production Research. 46: 3143-3166
Vielma JP, Keha AB, Nemhauser GL. (2008) Nonconvex, lower semicontinuous piecewise linear optimization Discrete Optimization. 5: 467-488
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