activity
20192022
most citedReachable Space Characterization of Markov Decision Processes with Time Variability

2 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

cs.RO2022

Causal Inference for De-biasing Motion Estimation from Robotic Observational Data

Junhong Xu, Kai Yin, Jason M. Gregory +1

Robot data collected in complex real-world scenarios are often biased due to safety concerns, human preferences, and mission or platform constraints. Consequently, robot learning f…

cs.RO20221 cited

Decision-Making Among Bounded Rational Agents

Junhong Xu, Durgakant Pushp, Kai Yin +1

When robots share the same workspace with other intelligent agents (e.g., other robots or humans), they must be able to reason about the behaviors of their neighboring agents while…

cs.RO2020

Online Planning in Uncertain and Dynamic Environment in the Presence of Multiple Mobile Vehicles

Junhong Xu, Kai Yin, Lantao Liu

We investigate the autonomous navigation of a mobile robot in the presence of other moving vehicles under time-varying uncertain environmental disturbances. We first predict the fu…

cs.RO2020

Kernel Taylor-Based Value Function Approximation for Continuous-State Markov Decision Processes

Junhong Xu, Kai Yin, Lantao Liu

We propose a principled kernel-based policy iteration algorithm to solve the continuous-state Markov Decision Processes (MDPs). In contrast to most decision-theoretic planning fram…

cs.RO20192 cited

Reachable Space Characterization of Markov Decision Processes with Time Variability

Junhong Xu, Kai Yin, Lantao Liu

We propose a solution to a time-varying variant of Markov Decision Processes which can be used to address decision-theoretic planning problems for autonomous systems operating in u…

cs.RO2019

State-Continuity Approximation of Markov Decision Processes via Finite Element Methods for Autonomous System Planning

Junhong Xu, Kai Yin, Lantao Liu

Motion planning under uncertainty for an autonomous system can be formulated as a Markov Decision Process with a continuous state space. In this paper, we propose a novel solution…