Application of the Strongin-Sergeyev global optimization method in the compliance minimization of latticed shells. (Received in the final form January 18, 2010)

Journal Title: Computer Assisted Methods in Engineering and Science - Year 2009, Vol 16, Issue 3

Abstract

The aim of the present paper is to revisit some known truss optimization problems by applying the genuine Strongin and Sergeyev's algorithm of the global search [8]. By employing the space-filling Hilbert-Peanotype curves, the wide class of non-convex and multidimensional constrained global optimization problems is reduced to one-dimensional ones. Then, the global minimum of the objective function in one-dimensional problem can be effectively found by means of Multivariate Index Method (MIM) that can be treated as a special version of one-dimensional Global Search Algorithm (GSA) over the set of open intervals adopted to constrained problems.

Authors and Affiliations

Sławomir Czarnecki

Keywords

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  • EP ID EP74685
  • DOI -
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How To Cite

Sławomir Czarnecki (2009). Application of the Strongin-Sergeyev global optimization method in the compliance minimization of latticed shells. (Received in the final form January 18, 2010). Computer Assisted Methods in Engineering and Science, 16(3), 291-307. https://europub.co.uk/articles/-A-74685