A Differential Evolution algorithm to deal with box, linear and quadratic‐convex constraints for boundary optimization

A Differential Evolution algorithm to deal with box, linear and quadratic‐convex constraints for boundary optimization

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Article ID: iaor201113491
Volume: 52
Issue: 1
Start Page Number: 171
End Page Number: 192
Publication Date: Jan 2012
Journal: Journal of Global Optimization
Authors: ,
Keywords: evolutionary algorithms
Abstract:

We both propose and test an implicit strategy that is based on changing the search space from points to directions, which in combination with the Differential Evolution (DE) algorithm, is easily implemented for solving boundary optimization of a generic continuous function. In particular, we see that the DE method can be efficiently implemented to find solutions on the boundary of a convex and bounded feasible set resulting when the constraints are bounds on the variables, linear inequalities and quadratic convex inequalities. The computational results are performed on different classes of boundary minimization problems. The proposed technique is compared with the Generalized Differential Evolution method.

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