Plann ing of reservoir management and optimal operations of surface water resources has always been a critical and strategic concern of all governments. Today, many equipments, facilities, and substantial budgets have been assigned to carry out an optimal scheduling of water and energy resources over long or short periods. Many researchers have been working on these areas to improve the performance of such a system. They usually attempt to apply new mathematical and heuristic techniques to tackle a wide variety of complexities in real-world applications and especially large-scale problems. Stochasticity, nonlinearity/nonconvexity and dimensionality are the main sources of complexity. In other words, there are many techniques, which could circumvent these complexities via some kind of approximations in uncertain environments with complex and unknown relations between various system parameters. In fact, using different methods to optimize the operations of large-scale problems coming along with much unrealistic estimations makes the final solution very imprecise and usually too far from real optimal solution. Moreover, the existing limitations of hardware or software cause some important physical constraints, which prevent various relations between variables and parameters from being considered. In other words, even if all possible relations between parameters in a problem are known and definable, considering all of them simultaneously might make the problem very difficult to solve.
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