Bonus for those who are reading my papers. (Demos, simulations, and source code.) 

Motion optimization across two layers of control (CDC06 and RAS).
Motion learning (RAS).

Managing complexity in robot soccer (IFAC08).


Keyong Li, Ph.D.

Postdoctoral Associate

Center for Information and Systems Engineering (CISE)

Boston University

ˇˇ

15 St. Mary's Street
Brookline, MA 02446

Phone: 617-358-4726

Email: likeyong@ieee.org


Keyong Li received his Ph.D. in Mechanical Engineering from Boston University (2005) under Professor John Baillieul. Before that, he received B.S.degree in Automation from the University of Science and Technology of China (USTC). See Keyong's CV for more details.

Research Interests

My Ph.D. and postdoctoral work has involved the technology of robotics-enabled optical communication, the theory of communication-constrained control, layered control of autonomous robots, robust optimal control, and sensor networks. My future research will build on the achieved successes, explore fundamental questions related to complexity, information, risks, and control, and target novel applications that will benefit the society at the same time. 

Teaching

MAE695, Nonlinear Control, Cornell University, Spring 2007.

Some other teaching interests: 

Selectied Publications

ˇ°Mission-Oriented Autonomous Robot Control: Managing Complexity, Merging Multiple Plans, and Performance Analysis Given Partial Informationˇ± (with Raffaello DˇŻAndrea). To appear in the 17th IFAC World Congress, Seoul, Korea, July 6-11, 2008. (PDF)

ˇ°Motion Design and Learning of Autonomous Robots Based on Primitives and Heuristic Cost-to-Goˇ± (with Raffaello DˇŻAndrea). To appear in Robotics and Autonomous Systems. (PDF)

ˇ°Robust and Efficient Quantization and Coding for Multidimensional Systems under Data Rate Constraintsˇ± (with John Baillieul), International Journal of Robust and Nonlinear Control, Special Issue on Decentralized Control of Communicating-Agent Systems, Volume 17, Issue 10-11, Pages: 898-920, July 2007. (PDF)

ˇ°Robust Quantization for Digital Finite Communication Bandwidth (DFCB) Controlˇ± (with John Baillieul), IEEE Transactions on Automatic Control, Special Issue on Networked Control Systems, Volume 49, Issue 9, Pages: 1573-1584, September 2004. (PDF)