Sheldon M. Ross
Affiliations: | 1976-2004 | University of California, Berkeley, Berkeley, CA, United States | |
2004- | Industrial and Systems Engineering | University of Southern California, Los Angeles, CA, United States |
Area:
Operations Research, System Science EngineeringWebsite:
https://viterbi.usc.edu/directory/faculty/Ross/SheldonGoogle:
"Sheldon Mark Ross" OR "Sheldon M Ross"Bio:
Parents
Sign in to add mentorGerald J. Lieberman | grad student | 1967 | Stanford (MathTree) | |
(Denumerable Markovian Decision Models) |
Children
Sign in to add traineeMichael L. Pinedo | grad student | 1978 | UC Berkeley (Econometree) |
Rhonda L. Righter | grad student | 1986 | UC Berkeley |
Samim Ghamami | grad student | 2009 | USC |
Yen-Ming Lee | grad student | 2010 | USC |
Cenk C. Karahan | grad student | 2011 | USC |
Teng Wu | grad student | 2013 | USC |
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Publications
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Dizon-Ross R, Ross SM. (2020) Dynamic search models with multiple items Annals of Operations Research. 288: 223-245 |
Haji B, Ross SM. (2019) Minimizing expected discounted cost in a queueing loss model with discriminating arrivals European Journal of Operational Research. 282: 593-601 |
Adler I, Cao Y, Karp R, et al. (2017) Random Knockout Tournaments Operations Research. 65: 1589-1596 |
Chao X, He Q, Ross SM. (2015) Tollbooth tandem queues with infinite homogeneous servers Journal of Applied Probability. 52: 941-961 |
Haji B, Ross SM. (2015) A queueing loss model with heterogeneous skill based servers under idle time ordering policies Journal of Applied Probability. 52: 269-277 |
Chen K, Ross SM. (2015) Static stochastic knapsack problems Probability in the Engineering and Informational Sciences. 29: 527-546 |
Haji B, Ross SM. (2015) M/G/∞ with exponentially distributed setup times Operations Research Letters. 43: 26-28 |
Ross SM. (2015) A sequential scheduling problem with impatient jobs Naval Research Logistics. 62: 659-663 |
Wu DT, Ross SM. (2015) A stochastic assignment problem Naval Research Logistics. 62: 23-31 |
Ross SM. (2014) Optimal server selection in a queueing loss model with heterogeneous exponential servers, discriminating arrivals, and arbitrary arrival times Journal of Applied Probability. 51: 880-884 |