Bhaskar Vundurthy, Ph.D.
Education and Experience
Research InterestsMy doctoral dissertation primarily uses tools from Computational Geometry to compute an optimal location for rendezvous of multiple robots in an environment cluttered with obstacles, while constraints are imposed on distances and times of travel. The research also employs tools from Game Theory to study the effect of an intelligent self-sufficient adversary in the rendezvous of multi-agent systems. An important part of the research involves the implementation of the designed algorithms on in-house fabricated bipedal and mobile robots. My time at The MathWorks Inc. led to the development of advanced examples involving robotic applications to (i) deploy deep learning algorithms on ARM devices like Raspberry Pi and (ii) create a scenario for a high fidelity vehicle model to generate and track waypoints in minimum time using an agent-based modeling approach. My current postdoctoral research aims at computing optimal strategies for an intelligent player amidst n boundedly rational players in a repeated games framework. In particular, the work identifies how an intelligent player can change the expected outcome of the game when every other player employs Fictitious Play. Further, an ongoing collaborative endeavor focuses on designing incentive schemes for agents in a federated learning setup to encourage truthful elicitation of information. In the past, I have had the opportunity to develop various hardware constrained algorithms and demonstrate their implementation on in-house fabricated bipedal and mobile robots. Going forward, I am looking to explore various learning paradigms in developing algorithms that simultaneously track and evolve, as opposed to the conventional algorithms that adhere to a strict (and more often a single) constraint. In addition, I have been collaborating with my prior advisor to design and fabricate soft robot hands with an aim to understand their kinematics and highlight their efficacy across multiple gripping strategies. In summary, my research interests span (but are not limited to) the following fields:
Selected Publications
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