Exact(13)
To resolve the formulated problems, MOGAs are used.
Necessary and sufficient conditions for the solvability of the formulated problems are developed.
The formulated problems are large-scale nonconvex optimization problems, for which efficient and optimal solutions are currently not available.
It is important to check the identifiability property since if a model is not correctly formulated, problems can appear in the parameter estimation.
The optimization aspects of our formulated problems are addressed in Sections 3 and 4, corresponding to the first and the second scalarization methods, respectively.
Corresponding distributed algorithms are developed, which face the challenge of meeting the constraints of the formulated problems with only local information and the lack of a centralized controller.
Similar(47)
We prove that the formulated problem has the Volterra property.
An ant algorithm is developed to solve the formulated problem.
Moreover, the uniqueness of solution and the Volterra property of the formulated problem was proved.
When nD = 1, the formulated problem in (27) is identical to the one in [13].
The consideration of natural inflow correlation makes the formulated problem more realistic.
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