The Whittle index [P. Whittle (1988). Restless bandits: Activity allocation in a changing world. J. Appl. Probab. 25A, 287-298] yields a practical scheduling rule for the versatile yet intractable multi-armed restless bandit problem, involving the optimal dynamic priority allocation to multiple stochastic projects, modeled as restless bandits, i.e., binary-action (active/passive) (semi-) Markov decision processes. A growing body of evidence shows that such a rule is nearly optimal in a wide variety of applications, which raises the need to efficiently compute the Whittle index and more general marginal productivity index (MPI) extensions in large-scale models. For such a purpose, this paper extends to restless bandits the parametric linea...
This article considers an important class of discrete time restless bandits, given by the discounted...
This paper addresses the multi-armed bandit problem with switching penalties including both costs an...
Whittle index is a generalization of Gittins index that provides very efficient allocation rules for...
The Whittle index [P. Whittle (1988). Restless bandits: Activity allocation in a changing world. J. ...
informs ® doi 10.1287/moor.1050.0165 © 2006 INFORMS This paper presents a framework grounded on conv...
This paper develops a framework based on convex optimization and economic ideas to formulate and sol...
We show that if performance measures in a stochastic scheduling problem satisfy a set of so-called p...
This article belongs to the Special Issue Applied ProbabilityThe Whittle index for restless bandits ...
In 1988 Whittle introduced an important but intractable class of restless bandit problems which gene...
This paper develops a framework based on convex optimization and economic ideas to formulate and sol...
International audienceThe multi-armed restless bandit framework allows to model a wide variety of de...
International audienceIn this paper we study a Multi-Armed Restless Bandit Problem (MARBP) subject t...
In the 1970’s John Gittins discovered that multi-armed bandits, an important class of models for the...
In the 1970’s John Gittins discovered that multi-armed bandits, an important class of models for the...
Esta tesis estudia tres complejos problemas dinámicos y estocásticos de asignación de recursos: (i) ...
This article considers an important class of discrete time restless bandits, given by the discounted...
This paper addresses the multi-armed bandit problem with switching penalties including both costs an...
Whittle index is a generalization of Gittins index that provides very efficient allocation rules for...
The Whittle index [P. Whittle (1988). Restless bandits: Activity allocation in a changing world. J. ...
informs ® doi 10.1287/moor.1050.0165 © 2006 INFORMS This paper presents a framework grounded on conv...
This paper develops a framework based on convex optimization and economic ideas to formulate and sol...
We show that if performance measures in a stochastic scheduling problem satisfy a set of so-called p...
This article belongs to the Special Issue Applied ProbabilityThe Whittle index for restless bandits ...
In 1988 Whittle introduced an important but intractable class of restless bandit problems which gene...
This paper develops a framework based on convex optimization and economic ideas to formulate and sol...
International audienceThe multi-armed restless bandit framework allows to model a wide variety of de...
International audienceIn this paper we study a Multi-Armed Restless Bandit Problem (MARBP) subject t...
In the 1970’s John Gittins discovered that multi-armed bandits, an important class of models for the...
In the 1970’s John Gittins discovered that multi-armed bandits, an important class of models for the...
Esta tesis estudia tres complejos problemas dinámicos y estocásticos de asignación de recursos: (i) ...
This article considers an important class of discrete time restless bandits, given by the discounted...
This paper addresses the multi-armed bandit problem with switching penalties including both costs an...
Whittle index is a generalization of Gittins index that provides very efficient allocation rules for...