Lower bounding aggregation and direct computation for an infinite horizon one-reservoir model

Author:

Lamond Bernard F.,Lang Pascal

Publisher

Elsevier BV

Subject

Information Systems and Management,Management Science and Operations Research,Modelling and Simulation,General Computer Science,Industrial and Manufacturing Engineering

Reference7 articles.

1. Piecewise affine approximations for the control of a one-reservoir hydroelectric system;Drouin;European Journal of Operational Research,1996

2. Optimal admission policies for a finite queue with bursty arrivals;Lamond;Annals of Operations Research,1991

3. A reservoir hydroelectric system: exactly and approximately optimal policies;Lamond;European Journal of Operational Research,1995

4. Dynamic Programming and Markov Processes;Howard,1960

5. A note on computing optimal control limits for GI/M/1 queueing systems;Puterman;Management Science,1987

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1. Computing the expected value of a concave, piecewise affine bivariate function for the gamma distribution;IMA Journal of Management Mathematics;2011-07-01

2. Stochastic optimization of multi-reservoir systems with power plants and spillways;WIT Transactions on Ecology and the Environment, Vol 104;2007-05-04

3. Neural Approximation for the Optimal Control of a Hydroplant with Random Inflows and Concave Revenues;Journal of Energy Engineering;2005-04

4. Stochastic Optimization Of A Hydroelectric Reservoir Using Piecewise Polynomial Approximations;INFOR: Information Systems and Operational Research;2003-02

5. Water Reservoir Applications of Markov Decision Processes;International Series in Operations Research & Management Science;2002

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