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This article considers a semi-infinite mathematical programming problem with equilibrium constraints (SIMPEC) defined as a semi-infinite mathematical programming problem with complementarity constraints.
Shashi Kant Mishra
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An Interior Point Algorithm for Semi-Infinite Linear Programming
Mathematical Programming, 1989Andrew B. Philpott, Michael Ferris
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Mathematical Programming with Data Perturbations II
, 2020Discretization and mesh-independent of Newton's method for generalized differentiability of optimal solutions in non-linear parametric optimization characterisations of Lipschitzian stability in nonlinear programming on second order sufficient conditions
A. Fiacco
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Cybernetics, 1989
Summary: The paper examines the structure of two-valued measures on a semialgebra of sets, investigates their representation in terms of ultrafilters of the given semialgebra, and also considers some applications of these measures as idealizing objects for extremal problems and, in particular, for mathematical programming (MP) problems.
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Summary: The paper examines the structure of two-valued measures on a semialgebra of sets, investigates their representation in terms of ultrafilters of the given semialgebra, and also considers some applications of these measures as idealizing objects for extremal problems and, in particular, for mathematical programming (MP) problems.
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Journal of Applied Mathematics and Computation, 2021
S. Tran, Hang Dieu Dinh
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S. Tran, Hang Dieu Dinh
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On the MDM Method for Solving the General Quadratic Problem of Mathematical Diagnostics
Vestnik St Petersburg University Mathematics, 2023V. N. Malozemov, N. A. Solovyeva
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Contact Dynamics of Masonry Block Structures Using Mathematical Programming
, 2018F. Portioli, L. Cascini
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Optimal Control as Programming in Infinite Dimensional Spaces
, 2010H. Halkin
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