most citedDynamic priority allocation via restless bandit marginal productivity indices

139 citations · 314 across the 7 of their papers we have counts for

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math.OC2023139 cited

Dynamic priority allocation via restless bandit marginal productivity indices

José Niño-Mora

This paper surveys recent work by the author on the theoretical and algorithmic aspects of restless bandit indexation as well as on its application to a variety of problems involvi…

math.OC202329 cited

A faster index algorithm and a computational study for bandits with switching costs

José Niño-Mora

We address the intractable multi-armed bandit problem with switching costs, for which Asawa and Teneketzis introduced in [M. Asawa and D. Teneketzis. 1996. Multi-armed bandits with…

math.OC202340 cited

A fast-pivoting algorithm for the Gittins index and optimal stopping of a Markov chain

José Niño-Mora

This paper presents a new \emph{fast-pivoting} algorithm that computes the Gittins index values of an -state bandit -- in the discounted and undiscounted cases -- by perform…

math.OC202285 cited

Computing a classic index for finite-horizon bandits

José Niño-Mora

This paper considers the efficient exact computation of the counterpart of the Gittins index for a finite-horizon discrete-state bandit, which measures for each initial state the a…

math.OC202211 cited

Admission and routing of soft real-time jobs to multiclusters: Design and comparison of index policies

José Niño-Mora

Motivated by time-sensitive e-service applications, we consider the design of effective policies in a Markovian model for the dynamic control of both admission and routing of a sin…

math.OC20229 cited

Towards minimum loss job routing to parallel heterogeneous multiserver queues via index policies

José Niño-Mora

This paper considers a Markovian model for the optimal dynamic routing of homogeneous traffic to parallel heterogeneous queues, each having its own finite input buffer and server p…