Smooth Exact Penalty and Barrier Functions for Nonsmooth Optimization [PDF]
, 2008 For constrained nonsmooth optimization problems, continuously differentiable penalty functions and barrier functions are given. They are proved exact in the sense that under some nondegeneracy assumption, local optimizers of a nonlinear program are also ...
Waltraud Huyer, Arnold Neumaier
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Extended lagrange and penalty functions in optimization [PDF]
, 2001 We consider nonlinear Lagrange and penalty functions for optimization problems with a single constraint. The convolution of the objective function and the constraint is accomplished by an increasing positively homogeneous of the first degree function. We
Rubinov, AM +5 more
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Effects of Transverse Deformation on Free Vibration of 2D Curved Beams with General Restraints
Shock and Vibration, 2017 An efficient modified Fourier series-based sampling surface approach is proposed for the analytical evaluation of the vibration characteristics of thick curved beams subjected to general restraints.
Xueren Wang +3 more
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Disruption management in a two-period three-tier electronics supply chain
Cogent Business & Management, 2016 We study strategies to manage demand disruptions in a three-tier electronics supply chain consisting of an Electronics Manufacturing Services provider, an Original Equipment Manufacturer (OEM), and a Retailer.
Johannes Danusantoso, Scott A. Moses
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Differential inclusions and exact penalties
Electronic Journal of Differential Equations, 2015 The article considers differential inclusion with a given set-valued mapping and initial point. It is required to find a solution of this differential inclusion that minimizes an integral functional.
Alexander V. Fominyh +2 more
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Exactness Conditions for a Convex Differentiable Exterior Penalty for Linear Programming [PDF]
, 2007 Sufficient conditions are given for a classical dual exterior penalty function of a linear program to be independent of its penalty parameter. This ensures that an exact solution to the primal linear program can be obtained by minimizing the dual ...
Mangasarian, Olvi, Wild, Edward
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Globally Convergent Exact Penalty Algorithms for Constrained Optimization [PDF]
, 1986 n this paper we define two classes of algorithms for the solution of constrained problems. The first class is based on a continuously differentiable exact penalty function, with the additional inclusion of a barrier term.
LUCIDI, Stefano +2 more
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Strictly increasing positively homogeneous functions with application to exact penalization [PDF]
, 2003 We study a nonlinear exact penalization for optimization problems with a single constraint. The penalty function is constructed as a convolution of the objective function and the constraint by means of increasing positively homogeneous (IPH) functions ...
Rubinov, Alex, Gasimov, Rafail
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An exact penalty approach for mathematical programs with equilibrium constraints. [PDF]
, 2015 This paper presents an exact penalty approach to solve the mathematical problems with equilibrium constraints (MPECs). This work is based on the smoothing functions introduced in [3] but it does not need any complicate updating rule for the ...
Haddou, Mounir, Abdallah, Lina
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Exact penalty functions in schemes of decomposition of variables [PDF]
, 2014 Использование точных штрафных функций в схемах декомпозиции по переменным нелинейных задач оптимизации позволяет преодолеть ряд проблем, связанных с неявным описанием допустимой области координирующей задачи.
Лаптин, Ю.П.
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