Results 131 to 140 of about 979 (183)
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Analysis and Optimization of Nonsmooth Arches
SIAM Journal on Control and Optimization, 2002The Kirchoff-Love model for a smooth clamped arch is considered first. A new treatment for that classical model is developed. A variational formulation, based on optimal control theory, is introduced and, using duality-type arguments, the deformation of the arches are explicitly expressed by integral formulas.
Sprekels, Jürgen +2 more
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Nonsmooth variational-like inequalities and nonsmooth vector optimization
Optimization Letters, 2013zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mohammad Alshahrani 0001 +2 more
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On Sufficient Conditions in Nonsmooth Optimization
Mathematics of Operations Research, 1982Second-order conditions are given which are sufficient for a point to be a local minimizer for certain nonlinear programming problems defined on Banach spaces. The functions involved in the problems are not required to be smooth or convex; indeed, they are required only to satisfy certain conditions which are weak enough to be satisfied by all locally
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Nonsmooth optimization: theory and algorithms
4OR, 2009zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On Mixed Integer Nonsmooth Optimization
2020In this chapter we review some deterministic solution methods for convex mixed integer nonsmooth optimization problems. The methods are branch and bound, outer approximation, extended cutting plane, extended supporting hyperplane and extended level bundle method.
Westerlund Karl +3 more
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New applications of nonsmooth analysis to nonsmooth optimization
Lecture Notes in Mathematics, 1983exaly +2 more sources
On Minimizing and Critical Sequences in Nonsmooth Optimization
SIAM Journal on Optimization, 2000Summary: Let \(f\) be a bounded below, lower semicontinuous function from a Banach space into \(R\cup \{+\infty \}.\) We study the relationships between minimizing and critical sequences of \(f\), where the criticality condition is given in terms of some subdifferential \(\partial.\) Here the objective function \(f\) is not supposed to be convex or ...
L. R. Huang, K. F. Ng, J. P. Penot
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On Constraint Qualifications in Nonsmooth Optimization
Journal of Optimization Theory and Applications, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A method for nonsmooth optimization problems
International Journal of Computer Mathematics, 2004We introduce a method for solving a nonsmooth optimization problem. The algorithm constructs a sequence {xk } where xk +1 = [xtilde] and [xtilde] is a solution of a variational inequality problem and satisfies an Armijo-type condition. A convergence theorem for the algorithm is established and some numerical results are reported.
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Theory of Nonsmooth Optimization
2020Nonsmooth optimization refers to the general problem of minimizing or maximizing functions with discontinuous gradients. This chapter contains necessary information on theoretical nonsmooth optimization which is used to model clustering problems and to obtain necessary optimality conditions.
Adil M. Bagirov +2 more
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