A QUASI-DISCRETE NEWTON ALGORITHM WITH A NONMONOTONE STABILIZATION TECHNIQUE

Luigi Grippo
F. Lampariello
Stefano Lucidi

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Publication date

January 1990

DOI

10.1007/bf00939421

Publisher

Springer Science and Business Media LLC

ISSN

0022-3239

Abstract

In this paper, we define an unconstrained optimization algorithm employing only first-order derivatives, in which a nonmonotone stabilization technique is used in conjunction with a quasidiscrete Newton method for the computation of the search direction. Global and superlinear convergence is proved, and numerical results are reported. © 1990 Plenum Publishing Corporation

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A QUASI-DISCRETE NEWTON ALGORITHM WITH A NONMONOTONE STABILIZATION TECHNIQUE

Abstract

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A QUASI-DISCRETE NEWTON ALGORITHM WITH A NONMONOTONE STABILIZATION TECHNIQUE

Abstract

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