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- Q5570875 subject Q6426361.
- Q5570875 abstract "Global optimization is a branch of applied mathematics and numerical analysis that deals with the global optimization of a function or a set of functions according to some criteria. Typically, a set of bound and more general constraints is also present, and the decision variables are optimized considering also the constraints.Global optimization is distinguished from regular optimization by its focus on finding the maximum or minimum over all input values, as opposed to finding local minima or maxima.".
- Q5570875 wikiPageExternalLink book.pdf.
- Q5570875 wikiPageExternalLink nonconvex_optimization.pdf.
- Q5570875 wikiPageExternalLink glopt.html.
- Q5570875 wikiPageExternalLink glopt03.pdf.
- Q5570875 wikiPageExternalLink www.midaco-solver.com.
- Q5570875 wikiPageExternalLink index.php.
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- Q5570875 comment "Global optimization is a branch of applied mathematics and numerical analysis that deals with the global optimization of a function or a set of functions according to some criteria.".
- Q5570875 label "Global optimization".