A new first-order sufficient condition for penalty exactness that includes neither the standard constraint qualification requirement nor the second-order sufficient optimality condition is proposed for optimization problems with equality constraints. © 2008 MAIK Nauka
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
In this note we give a new, simple proof of the standard first and second order necessary conditions...
A new first-order sufficient condition for penalty exactness that includes neither the standard cons...
For minimization problems with equality and inequality constraints, first-and second-order necessary...
For minimization problems with equality and inequality constraints, first-and second-order necessary...
In this paper formal definitions of exactness for penalty functions are introduced and sufficient co...
We present a new condition of constraint qualification and establish a second order necessary optima...
Abstract In this paper, we propose a method to smooth the general lower-order exact penalty function...
International audienceThe paper proposes a primal-dual algorithm for solving an equality constrained...
Since the work of Pschenichnyi and Han concerning their use in the globalization of algorithms, exac...
International audienceThe paper proposes a primal-dual algorithm for solving an equality constrained...
For the equality-constrained optimization problem, we consider the case when the customary regularit...
For the equality-constrained optimization problem, we consider the case when the customary regularit...
x, 135 p. : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P AMA 2011 MengThe purpose of this ...
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
In this note we give a new, simple proof of the standard first and second order necessary conditions...
A new first-order sufficient condition for penalty exactness that includes neither the standard cons...
For minimization problems with equality and inequality constraints, first-and second-order necessary...
For minimization problems with equality and inequality constraints, first-and second-order necessary...
In this paper formal definitions of exactness for penalty functions are introduced and sufficient co...
We present a new condition of constraint qualification and establish a second order necessary optima...
Abstract In this paper, we propose a method to smooth the general lower-order exact penalty function...
International audienceThe paper proposes a primal-dual algorithm for solving an equality constrained...
Since the work of Pschenichnyi and Han concerning their use in the globalization of algorithms, exac...
International audienceThe paper proposes a primal-dual algorithm for solving an equality constrained...
For the equality-constrained optimization problem, we consider the case when the customary regularit...
For the equality-constrained optimization problem, we consider the case when the customary regularit...
x, 135 p. : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P AMA 2011 MengThe purpose of this ...
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
An abnormal minimization problem with equality constraints and a finite-dimensional image is examine...
In this note we give a new, simple proof of the standard first and second order necessary conditions...
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