Jamol J. Pender, Ph.D.
Affiliations: | 2013 | Operations Research and Financial Engineering | Princeton University, Princeton, NJ |
Area:
Operations Research, MathematicsGoogle:
"Jamol Pender"Parents
Sign in to add mentor| William A. Massey | grad student | 2013 | Princeton | |
| (Dynamic Rate Queues: Estimation, Stabilization, and Control.) | ||||
BETA: Related publications
See more...
Publications
|
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
| Palomo S, Pender JJ, Massey WA, et al. (2023) Flattening the curve: Insights from queueing theory. Plos One. 18: e0286501 |
| Hampshire RC, Bao S, Lasecki WS, et al. (2020) Beyond safety drivers: Applying air traffic control principles to support the deployment of driverless vehicles. Plos One. 15: e0232837 |
| Pender J, Rand R, Wesson E. (2020) A Stochastic Analysis of Queues with Customer Choice and Delayed Information Mathematics of Operations Research. 45: 1104-1126 |
| Novitzky S, Pender J, Rand RH, et al. (2020) Limiting the oscillations in queues with delayed information through a novel type of delay announcement Queueing Systems. 95: 281-330 |
| Novitzky S, Pender J, Rand RH, et al. (2019) Nonlinear Dynamics in Queueing Theory: Determining the Size of Oscillations in Queues with Delay Siam Journal On Applied Dynamical Systems. 18: 279-311 |
| Daw A, Pender J. (2019) New perspectives on the Erlang-A queue Advances in Applied Probability. 51: 268-299 |
| Daw A, Pender J. (2019) On the distributions of infinite server queues with batch arrivals Queueing Systems. 91: 367-401 |
| Ko YM, Pender J. (2018) Strong approximations for time-varying infinite-server queues with non-renewal arrival and service processes Stochastic Models. 34: 186-206 |
| Massey WA, Pender J. (2018) Dynamic rate Erlang-A queues Queueing Systems. 89: 127-164 |
| Pender J, Rand RH, Wesson E. (2018) An analysis of queues with delayed information and time-varying arrival rates Nonlinear Dynamics. 91: 2411-2427 |