Kehan Long
Scholar

Kehan Long

Google Scholar ID: mIUXyAkAAAAJ
University of California San-Diego
RoboticsControlOptimizationArtificial Intelligence
Citations & Impact
All-time
Citations
179
 
H-index
6
 
i10-index
4
 
Publications
16
 
Co-authors
12
list available
Resume (English only)
Academic Achievements
  • - Publications:
  • - "Certifying Stability of Reinforcement Learning Policies using Generalized Lyapunov Functions" accepted to NeurIPS 2025
  • - "Neural Configuration Distance Function for Continuum Robot Control" accepted to IROS 2025
  • - "Sensor-based Distributionally Robust Control for Safe Robot Navigation in Dynamic Environments" accepted to IJRR
  • - "Distributionally Robust Policy and Lyapunov-Certificate Learning" accepted to IEEE OJ-CSYS
  • - "Stabilization of Nonlinear Systems through Control Barrier Functions" accepted to CDC 2024
  • - "Safe Stabilizing Control for Polygonal Robots in Dynamic Elliptical Environments" accepted to ACC 2024
  • - "Feasibility Analysis and Regularity Characterization of Distributionally Robust Safe Stabilizing Controllers" accepted to L-CSS
  • - "Distributionally Robust Lyapunov Function Search Under Uncertainty" accepted to L4DC 2023
  • - "Safe and Stable Control Synthesis for Uncertain System Models via Distributionally Robust Optimization" accepted to ACC 2023
  • - "Safe Control Synthesis with Uncertain Dynamics and Constraints" accepted to RA-L with IROS 2022
  • - "Learning Barrier Functions with Memory for Robust Safe Navigation" accepted to RA-L with ICRA 2021
  • - Awards:
  • - Selected as RSS Pioneers 2025 for work on Certifiable Robot Autonomy under Uncertainty
  • - Successfully defended PhD dissertation titled "Certifiable Robot Control under Uncertainty: Towards Safety, Stability, and Robustness"
Research Experience
  • - Conducted research on robotics at Contextual Robotics Institute
  • - Engaged in robotics-related work at SceniX AI
Education
  • - Ph.D. in Mathematics, University of California San Diego, advised by Prof. Nikolay Atanasov, Prof. Jorge Cortés, and Prof. Melvin Leok
  • - B.S. in Applied Mathematics, University of Illinois, Urbana-Champaign
Background
  • - Research Interests: Robotics, artificial intelligence, and control theory, with a focus on enabling certifiable and reliable robot autonomy
  • - Professional Field: Robot control and learning, decision-making under uncertainty, safe robot autonomy
  • - Brief Introduction: Working on robotics at SceniX AI