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(1)
A smoothing method for mathematical programs with equilibrium constraints
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Convergence properties of a regularization scheme for mathematical programs with equilibrium constra
Convergence properties of a regularization scheme for mathematical programs with equilibrium constra,S. Scholtes
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Convergence properties of a regularization scheme for mathematical programs with equilibrium constra
(
Citations: 4
)
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S. Scholtes
Published in 2001.
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(3)
...It is shown in, among other places [
14
], that MPEC’s post theoretical problems for nonlinear programming algorithms...
Arun Sen
,
et al.
Optimization and dynamical systems algorithms for finding equilibria o...
...in the smoothing approach [11, 15, 16, 19,
29
], one reformulates the complementarity...
JeanPierre Dussault
,
et al.
A smoothing heuristic for the global optimization of a class of biline...
...Next, in the smoothing approach [12,16,17,20,
30
], one reformulates the complementarity constraints as nondifferentiable constraints and then applies smoothing techniques on these constraints.2 A third approach is provided by the algorithm PIPA of Luo et al. [25], which is based...
JeanPierre Dussault
,
et al.
Continuous Optimization A smoothing heuristic for a bilevel pricing pr...
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Citations
(4)
Optimization and dynamical systems algorithms for finding equilibria of stochastic games
Arun Sen
,
David F. Shanno
Journal:
Optimization Methods & Software  OPTIM METHOD SOFTW
, vol. 23, no. 6, pp. 975993, 2008
A smoothing heuristic for a bilevel pricing problem
(
Citations: 8
)
Jeanpierre Dussault
,
Patrice Marcotte
,
Sébastien Roch
,
Gilles Savard
Journal:
European Journal of Operational Research  EJOR
, vol. 174, no. 3, pp. 13961413, 2006
A smoothing heuristic for the global optimization of a class of bilinear bilevel programs
JeanPierre Dussault
,
Patrice Marcotte
,
Sebastien Roch
,
Gilles Savard
Continuous Optimization A smoothing heuristic for a bilevel pricing problem
JeanPierre Dussault
,
Patrice Marcotte
,
Gilles Savard