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Convergence analysis of Taylor models and...
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Convergence analysis of Taylor models and McCormick-Taylor models

Abstract

This article presents an analysis of the convergence order of Taylor models and McCormick-Taylor models, namely Taylor models with McCormick relaxations as the remainder bounder, for factorable functions. Building upon the analysis of McCormick relaxations by Bompadre and Mitsos (J Glob Optim 52(1):1–28, 2012), convergence bounds are established for the addition, multiplication and composition operations. It is proved that the convergence …

Authors

Bompadre A; Mitsos A; Chachuat B

Volume

57

Pagination

pp. 75-114

Publisher

Springer Nature

Publication Date

9 2013

DOI

10.1007/s10898-012-9998-9

Conference proceedings

Journal of Global Optimization

Issue

1

ISSN

0925-5001