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Numerical experiments with a reduction method in semi-Infinite programming

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Resumo(s)

To solve nonlinear semi-infinite programming problems we use a global reduction method. The method relies on a simulated annealing algorithm combined with a stretching function technique, as the multi-local procedure, and on a penalty technique as a finite optimization procedure. A second-order correction is also included to prevent the Maratos effect from occuring. To promote global convergence, an Armijo line search with an exponential merit function is incorporated in the algorithm. Preliminary numerical results are also presented.

Descrição

Palavras-chave

Semi-infinite programming Nonlinear optimization

Contexto Educativo

Citação

Pereira, Ana I.; Fernandes, Edite M.G.P. (2007). Numerical experiments with a reduction method in semi-Infinite programming, In the 22nd European Conference on Operational Research. Prague - Czech Republic.

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Unidades organizacionais

Fascículo

Editora

The Association of European Operational Research Societies

Licença CC