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- W3165208049 abstract "We propose two algorithms for solving global optimization problems on a hyperrectangle with an objective function satisfying the Vanderbei condition (this function is also called an $$varepsilon $$ -Lipschitz continuous function). The algorithms belong to the family of non-uniform covering methods. For the algorithms we prove propositions about convergence to an $$varepsilon $$ -solution in terms of the objective function. We illustrate the performance of the algorithms using several test numerical examples with non-Lipschitz continuous objective functions." @default.
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- W3165208049 date "2021-05-26" @default.
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- W3165208049 title "Global optimization of multivariable functions satisfying the Vanderbei condition" @default.
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- W3165208049 doi "https://doi.org/10.1007/s12190-021-01563-4" @default.
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