Dates: Part I: July 8 and 9, 2021; Part II: Nov. 12 and 13, 2021
Times: TBA
One of the distinct features of hybrid systems is the coexistence of continuous dynamics and discrete events, and their interactions. A stochastic hybrid system is one that the continuous dynamics or discrete events or both are random processes. The motivations for studying such systems stem from emerging and existing applications in wireless communications, signal processing, queueing networks, production planning, biological systems, ecosystems, financial engineering, and control and optimization systems (especially large-scale systems) under the influence of random environments. The symposium will cover important areas of research, which spends a spectrum of applied and theoretical areas. Our aim is to bring together researchers from multi-disciplinary communities in applied mathematics, applied probability, engineering, and mathematical biology, to review, and to substantially update the most recent progress.
Invited Speakers:
Part I (July 8 and 9)
Alessandro Abate
University of Oxford
Department of Computer Science
Michel Benaim
Université de Neuchâtel
Institut de mathématiques
Francois Dufour
Université de Bordeaux
Institut de Mathématiques de Bordeaux
Joao Hespanha
University of California, Santa Barbara
Department of Electrical and Computer Engineering
Yuan Lou
The Ohio State University
Department of Mathematics
Kening Lu
Brigham Young University
Department of Mathematics
Xuerong Mao
University of Strathclyde
Department of Mathematics and Statistics
Jose Luis Menaldi
Wayne State University
Department of Mathematics
Andre Platzer
Carnegie Mellon University
Department of Computer Science
Pavithra Prabhakar
Kansas State University
Department of Computer Science
Andrew Teel
University of California, Santa Barbara
Department of Electrical and Computer Engineering
Xiaodong Yan
University of Connecticut
Department of Mathematics
Chenggui Yuan
Swansea University
Department of Mathematics
Qing Zhang
University of Georgia
Department of Mathematics
Part II (Nov. 12 and 13)
Iddo Ben-Ari
University of Connecticut
Department of Mathematics
Zhen-Qing Chen
University of Washington
Department of Mathematics
Philip A. Ernst
Rice University
Department of Statistics
Maria Gordina
University of Connecticut
Department of Mathematics
Xin Guo
University of California, Berkeley
Department of IEOR
Vikram Krishnamurthy
Cornell University
Department of Electrical and Computer Engineering
Oleksii Mostovyi
University of Connecticut
Department of Mathematics
Dang Hai Nguyen
University of Alabama
Department of Mathematics
Son Luu Nguyen
University of Puerto Rico
Department of Mathematics
Kavita Ramanan
Brown University
Department of Applied Mathematics
Sebastian Schreiber
University of California, Davis
Department of Evolution and Ecology
Abhyudai Singh
University of Delaware
Department of Electrical and Computer Engineering
Qingshuo Song
Worcester Polytechnic Institute
Department of Mathematics
Le Yi Wang
Wayne State University
Department of Electrical and Computer Engineering
Jiongmin Yong
University of Central Florida
Department of Mathematics
Chao Zhu
University of Wisconsin-Milwaukee
Department of Mathematics
Bin Zou
University of Connecticut
Department of Mathematics
