University of Cagliari
partially_open
Carlo Pilia
Non-Univalent Approximation of Peano Curve for Global Optimization
Daniela Lera
First
;
2023-01-01
Abstract
In this article, multi-dimensional global optimization problems are considered, where the objective function is supposed to be Lipschitz continuous, multiextremal and without a known analytic expression (black-box). Non-Univalent approximation of Peano curve to reduce the problem to a univariate one satisfying the Hölder condition is employed. Geometric frameworks for construction of global optimization algorithms are discussed. Numerical experiments executed on 100 test functions taken from the literature show a promising performance of the algorithms.
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| File | Size | Format | |
|---|---|---|---|
| AIP Lera Nasso Sergeyev published.pdf Solo gestori archivio
Description: File pdf
Type: versione editoriale
Size 1.82 MB
Format Adobe PDF
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1.82 MB | Adobe PDF | & nbsp; View / Open Request a copy |
| Non-Univalent Approximation of Peano Curve for Global Optimization.pdf open access
Type: Author’s Accepted Manuscript AAM, Post-print, (version accepted by the publisher)
Size 1.24 MB
Format Adobe PDF
|
1.24 MB | Adobe PDF | View/Open |
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