Denis EFIMOV – Page 2 – Finite-time control and estimation for distributed systems

Denis Efimov received Ph.D. degree in Automatic Control from the Saint-Petersburg State Electrical Engineering University (Russia) in 2001, and Dr.Sc. degree in Automatic control in 2006 from the Institute for Problems of Mechanical Engineering RAS (Saint-Petersburg, Russia). From 2000 to 2009 he was a research fellow at the Institute for Problems of Mechanical Engineering RAS, Control of Complex Systems Laboratory. From 2006 to 2011 he was working in the L2S CNRS (Supelec, France), the Montefiore Institute (University of Liege, Belgium) and IMS CNRS lab (University of Bordeaux, France). In 2011, he joined Inria (Lille - Nord Europe center). Starting from 2018 he is the head of Valse team. He is a co-author of more than 140 peer-reviewed journal papers. He is a member of several IFAC TCs and a Senior Member of IEEE. He is also serving as an Associate Editor for IEEE Transactions on Automatic Control, Automatica, IFAC Journal on Nonlinear Analysis: Hybrid Systems and Asian Journal of Control.

PhD defense of Yue Wang, 15/03/2019

Denis EFIMOV 2019/03/21 2019/05/23Uncategorized

The PhD defense of Yue Wang, of the thesis “Development of a blimp robot for indoor operation” will take place at Inria Lille, 15/03/2019. Abstract: Recently, the blimp robot has attracted more and more attentions of the researchers for its advantages compared to other aircrafts, such as ability for, stationary and low speed…

Seminar Valse, 14:00, 17/01/2019

Denis EFIMOV 2019/01/21 2019/01/21Uncategorized

Dear all, you are cordially invited to the seminar of Valse team, which will take place at Inria, Salle pleniere, 17/01/2019 at 14h, with the presentation of Leonid Fridman “Estimation using sliding-mode tools”, UNAM

Valse team has been created on 01/01/2019!

Denis EFIMOV 2019/01/21 2019/01/21Uncategorized

Valse is a dance in three times, and for us they are: finite, fixed and hyper-exponential times. Together with the theory of homogeneous dynamical systems, these types of convergence and kind of dynamics constitute the main directions of theoretical investigation. The main area of application is Internet of things and cyber-physical systems.