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No. It's completely context dependent.

A hill-climbing algorithm will take the lunch of every algorithm listed here if you have a clean convex optimization problem.



Where would you find such a problem in the real world?


Absolutely everywhere, it is a common subproblem in many many algorithms. For example, the basin hopping algorithm (sister of SA) solves one at every step.

A specific example is in image deblurring via Tikhonov regularization, which involves minimizing a function that is provably convex for many physically realistic types of blurring.




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