Kamlesh Mathur

Affiliations: 
Case Western Reserve University, Cleveland Heights, OH, United States 
Area:
Transportation, Industrial Engineering, Management Business Administration, Operations Research
Website:
https://weatherhead.case.edu/faculty/kamlesh-mathur
Google:
"Kamlesh Mathur"

Parents

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Harvey Marshall Salkin grad student 1980 Case Western (MathTree)
 (An Enumerative Algorithm for the General Multiple-Choice Knapsack Problem)
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Publications

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Venkateshan P, Ballou RH, Mathur K, et al. (2017) A Two-echelon joint continuous-discrete location model European Journal of Operational Research. 262: 1028-1039
Venkateshan P, Mathur K. (2015) A heuristic for the multisource weber problem with service level constraints Transportation Science. 49: 472-483
Mathur K, Süer GA. (2013) Math modeling and GA approach to simultaneously make overtime decisions, load cells and sequence products Computers and Industrial Engineering. 66: 614-624
Mathur K, Suer GA. (2012) A mathematical model to minimize total tardiness and workforce overtime costs in cellular manufacturing Proceedings of International Conference On Computers and Industrial Engineering, Cie. 2: 1167-1176
Venkateshan P, Mathur K. (2011) An efficient column-generation-based algorithm for solving a pickup-and-delivery problem Computers and Operations Research. 38: 1647-1655
Venkateshan P, Mathur K, Ballou RH. (2010) Locating and staffing service centers under service level constraints European Journal of Operational Research. 201: 55-70
Venkateshan P, Mathur K, Ballou RH. (2008) An efficient generalized network-simplex-based algorithm for manufacturing network flows Journal of Combinatorial Optimization. 15: 315-341
Janakiraman V, Mathur K, Baskaran H. (2007) Optimal planar flow network designs for tissue engineered constructs with built-in vasculature. Annals of Biomedical Engineering. 35: 337-47
Jung J, Mathur K. (2007) An efficient heuristic algorithm for a two-echelon joint inventory and routing problem Transportation Science. 41: 55-73
Mathur K, Venkateshan P. (2007) A new lower bound for the linear knapsack problem with general integer variables European Journal of Operational Research. 178: 738-754
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