I currently work in robotics research for the Applied Physics Laboratory at Johns Hopkins University. My primary focus is on incorporating machine learning techniques to improve performance while maintaining safety for motion planning and execution of robots.
- Mobile robotics and robotic exploration
- Motion planning
- Safe learning-based control
- Master’s in Robotics,University of Michigan
- Bachelor’s in Computer Science, UW-Madison
- Bachelor’s in Mathematics, UW Madison
- Certificate in Physics, UW-Madison
Learning Obstacles From Trajectories of 2D Vision-Based Navigators
If we only have access to the trajectories of autonomous agents, can we infer a likely structure of obstacles in the environment? We also assume that agents have no prior knowledge of the environment and only act based on what they can see and what they have seen. In this work we “imagine” obstacles that we know would have been seen from at least one point in the demonstration and check its consistency with the trajectories.
“Inferring Obstacles and Path Validity from Visibility-Constrained Demonstrations.” C. Knuth, G. Chou, N. Ozay, D. Berenson. Submitted to RA-L September 2019.
Evaluation of Control Methods Paired with Learned Methods
The world is now filled with models based on data which forgoes many guarantees that traditional control methods provide. These models often achieve success when paired with an appropriate control strategy, such as model predictive control. We explore how much success we should attribute to the learned model versus the particular control method, as well as how we improve the overall resulting systems.
Stochastic Simulation and Analysis of Pest Resistance Evolution
Many models of pest resistance evolution are deterministic due to the difficulty in analyzing analogous stochastic formulations. In agriculture, these models give confidence to farmers that applying pesticide while maintaining a refuge field will slow evolution of pesticide resistance. However, with more accurate stochastic models it may be that resistance evolves more quickly. This work seeks to establish and analyze an appropriate stochastic model to explore this phenomena.