This research has been partially supported by project MTM2014-59179-C2-2-P and its associated grant BES-2015-073220, both from MINECO, Spain and FEDER, "Una manera de hacer Europa", European Union. The authors wish to thank the referees for their suggestions and comments, which have improved the original version of the paper
We consider a linear programming problem in which the right-hand side vector depends on multiple par...
AbstractA uniformly k-Lipschitz feedback optimal control problem is considered in a linear quadratic...
Abstract. This paper provides new conditions under which optimal controls are Lipschitz continuous f...
This research has been partially supported by project MTM2014-59179-C2-2-P and its associated grant ...
We consider the parametric space of all the linear semi-infinite programming problems with constrain...
In this paper, we use a geometrical approach to sharpen a lower bound given in [5] for the Lipschitz...
Abstract. Optimality conditions are established in terms of Lagrange– Kuhn–Tucker multipliers for mu...
The purpose of this paper is to derive the sharp Lipschitz constants for the feasible solutions and ...
AbstractThe purpose of this paper is to derive the sharp Lipschitz constants for the feasible soluti...
This thesis is a study of convex parametric programs on regions of stability. The main tools are com...
Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any m...
El objetivo de la presente tesis es el estudio de la estabilidad de problemas de optimizaci on line...
This paper is a kind of biased survey of the most representative and recent results on stability for...
We consider a linear programming problem in which the right-hand side vector depends on multiple par...
A well-known example of global optimization that provides solutions within fixed error limits is opt...
We consider a linear programming problem in which the right-hand side vector depends on multiple par...
AbstractA uniformly k-Lipschitz feedback optimal control problem is considered in a linear quadratic...
Abstract. This paper provides new conditions under which optimal controls are Lipschitz continuous f...
This research has been partially supported by project MTM2014-59179-C2-2-P and its associated grant ...
We consider the parametric space of all the linear semi-infinite programming problems with constrain...
In this paper, we use a geometrical approach to sharpen a lower bound given in [5] for the Lipschitz...
Abstract. Optimality conditions are established in terms of Lagrange– Kuhn–Tucker multipliers for mu...
The purpose of this paper is to derive the sharp Lipschitz constants for the feasible solutions and ...
AbstractThe purpose of this paper is to derive the sharp Lipschitz constants for the feasible soluti...
This thesis is a study of convex parametric programs on regions of stability. The main tools are com...
Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any m...
El objetivo de la presente tesis es el estudio de la estabilidad de problemas de optimizaci on line...
This paper is a kind of biased survey of the most representative and recent results on stability for...
We consider a linear programming problem in which the right-hand side vector depends on multiple par...
A well-known example of global optimization that provides solutions within fixed error limits is opt...
We consider a linear programming problem in which the right-hand side vector depends on multiple par...
AbstractA uniformly k-Lipschitz feedback optimal control problem is considered in a linear quadratic...
Abstract. This paper provides new conditions under which optimal controls are Lipschitz continuous f...