«Mathematical Programming»
۶۲٬۴۰۶ نتیجهMATHEMATICAL PROGRAMS WITH EQUILIBRIUM CONSTRAINTS ( MPECs ) IN ENGINEERING MECHANICS
The application of mathematical programming concepts for encoding the behaviour of discrete structural systems is a well-developed area and owes much to the pioneering work of Giulio Maier and the late John Munro [see e.g. 1-3]. Research over the last three decades has produced a
Enhanced Karush-Kuhn-Tucker Condition for Mathematical Programs with Equilibrium Constraints
In this paper, we study necessary optimality conditions for nonsmooth mathematical programs with equilibrium constraints. We first show that, unlike the smooth case, the Mathematical Program with Equilibrium Constraints Linear Independent Constraint Qualification is not a constra
Optimality for fuzzified mathematical programming problems: A parametric approach*
From a conventional mathematical programming model, and in accordance with which fuzzification is used, several models of fuzzy mathematical programming problems can be obtained. This paper deals with the study of the optimality concept for (g,p)-fuzzified mathematical programmin
Relationship to Mathematical Programming
Arising from research in the computer science community, constraint programming is a relatively new technique for solving optimization problems. For those familiar with mathematical programming, there are a number of language barriers that exist that make it difficult to understa
Program Analysis and Transformation in Mathematical Programming by Joseph G . Young
Over the years, mathematical models have become increasingly complex. Rarely can we accurately model a process using only linear or quadratic functions. Instead, we must employ complicated routines written in some programming language. At the same time, most algorithms rely on th
! Mathematical Programs with Equilibrium Constraints and Applications to Control
We discuss recent advances in mathematical programs with equilibrium constraints (MPECs). We describe the challenges posed by these problems and the current algorithmic solutions. We emphasize in particular the use of the elastic mode approach. We also present initial investigati
Nonlinear programming advances in mathematical programming with complementarity constraints
Given a suitably parameterised family of equilibrium models and a higher level criterion by which to measure an equilibrium state, mathematical programs with equilibrium constraints (MPECs) provide a framework for selecting good or even optimal parameters. An example is toll desi
optimization of land allocation in golestan province for planting agricultural crops using compromise mathematical programming
optimization of land allocation in golestan province for planting agricultural crops using compromise mathematical programming introduction: rational planning and optimization of agriculture are essential because of water and land constraints, the need to increase economic profit
The Price of Inexactness: Convergence Properties of Relaxation Methods for Mathematical Programs with Equilibrium Constraints Revisited
Mathematical programs with equilibrium (or complementarity) constraints, MPECs for short, form a difficult class of optimization problems. The feasible set has a very special structure and violates most of the standard constraint qualifications. Therefore, one typically applies s
A hybrid algorithm for solving two-stage stochastic integer problems by combining evolutionary algorithms and mathematical programming methods
We propose a new hybrid algorithm to solve linear two-stage integer programs (2SIPs) based on stage decomposition. The master algorithm performs a search on the first stage variables by an evolutionary algorithm (EA), the decoupled scenario problems are solved by mathematical pro