
S. Shankar Sastry - University of California, Berkeley
Feb 11, 2025 · S. Shankar Sastry Director, Richard C. Blum Center for Developing Economies Professor of Electrical Engineering and Computer Science. Professor of Bioengineering. Thomas M. Siebel Professor University of California at Berkeley
Shankar Sastry's Home Page - University of California, Berkeley
Shankar Sastry, Jack Stankovic, and Janos Sztipanovits NEW HORIZONS IN BIOSYSTEMS ANALYSIS AND CONTROL Report of the NSF Workshop on Analysis, Control and Adaptation
[email protected] Education B.Tech. (1977), Indian Institute of Technology, Bombay, India. M.S. EECS (1979), University of California, Berkeley. M.A. Mathematics (1980), University of California, Berkeley. Ph.D. EECS (1981), University of California, Berkeley. Experience in Higher Education
S. Shankar Sastry is currently the Thomas Siebel Professor of Computer Science, the director of the Blum Center for Developing Economies, and the co-Director of the C3 Digital Transformation Institute.
Curriculum Vitae for Sosale Shankara Sastry - University of …
Curriculum Vitae for Sosale Shankara Sastry. S. Shankar Sastry. Dean of Engineering. Director, Richard C. Blum Center for Developing Economies. NEC Distinguished Professor of EECS, Bioengineering, and Mechanical Engineering. 320 Mc Laughlin Hall. University of California, Berkeley. Berkeley, CA 94720-1770. 510-642-5771 (ph) [email protected] ...
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S. Shankar Sastry
the Defense Advanced Research Projects Agency (DARPA) in Arlington, VA. Dr. Sastry received his Ph.D. degree in 1981 from the University of California, Berkeley. He was on the faculty of MIT as Asst. Professor from 1980-82 and Harvard University as a Gordon Mc Kay professor in 1994.
Brief Biographical Sketch for S
S. Shankar Sastry is dean of the College of Engineering at UC Berkeley. Prior to serving as dean he was director of CITRIS (Center for Information Technology in the Interests of Society) an interdisciplinary center spanning UC Berkeley, Davis, Merced and Santa Cruz.
Shankar Sastry, Forrest Laine, Claire Tomlin February 3, 2021 These notes represent an introduction to the theory of optimal control and the linear quadratic regulator (LQR). There exist two main approaches to optimal control: 1. via the Calculus of Variations (making use of the Maximum Principle);
Claire J. Tomlin - University of California, Berkeley
Claire Tomlin, John Lygeros, Luca Benvenuti, and Shankar Sastry In the Proceedings of the 34th IEEE Conference on Decision and Control, New Orleans, December 1995. Brief Biography
32 S. Amin, A.A. C´ardenas, and S.S. Sastry introduction of safety-constraints as one of the top security requirements of a controlsystem, and (2)the introduction ofnew adversarymodels—wegeneralize traditional uncertainty classes for control systems to incorporate more realistic attacks.