On the grid-sampling limit SDE
Christian Bender, Nguyen Tran Thuan

TL;DR
This paper discusses the grid-sampling stochastic differential equation (SDE) as a model for exploration in continuous-time reinforcement learning, emphasizing its motivation and well-posedness with jumps.
Contribution
It provides further motivation for the grid-sampling SDE and analyzes its well-posedness in the presence of jumps, extending prior work.
Findings
Supports the use of grid-sampling SDE as exploration proxy
Establishes conditions for well-posedness with jumps
Enhances understanding of SDE modeling in RL
Abstract
In our recent work [3] we introduced the grid-sampling SDE as a proxy for modeling exploration in continuous-time reinforcement learning. In this note, we provide further motivation for the use of this SDE and discuss its wellposedness in the presence of jumps.
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Taxonomy
TopicsBayesian Methods and Mixture Models · Advanced Clustering Algorithms Research · Simulation Techniques and Applications
