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The impact of the search space on the performance of problem-solving programs (problem solvers) has been known for long in Artificial Intelligence [7].
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Then, there is what might be called the Phoenix Program problem.
We consider the following multiobjective programming problem.
which is also a geometric programming problem.
which is a geometric programming problem.
This is a 0-1 integer programming problem.
Thus, tri-level programming problem is more complex than a bi-level programming problem.
This task is formulated as a non-linear programming problem.
Problem (8) is a quadratic programming problem (QPP).
Problem (3) is the usual bilevel programming problem.
Why can't we treat this like a programming problem?
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