WUPES'15
A series of Workshops on Uncertainty Processing (WUPES) has been held in the Czech Republic every third year since 1988. Proceedings from several previous workshops can be found on their websites ( WUPES'12, WUPES'09, and WUPES'06). Like the previous meetings the forthcoming Workshop will foster creative intellectual activities and the exchange of ideas in an informal atmosphere.
International Workshop Marianska II
Spring School on Variational Analysis 2015
Following a longstanding tradition, the Faculty of Mathematics and Physics of Charles University in Prague and the Instutite of Information Theory and Automation of the Czech Academy of Sciences will organize the 43rd Spring School on Analysis.
The School will be held at Paseky nad Jizerou, in a chalet in the Krkonose Mountains, April 19 -25, 2015.
Winter school of MTR, 2015
The Winter School of Department of Decision-Making Theory is a popular meeting point of students and researchers from the department and other colaborating researchers from several Czech institutions as well as guests from abroad. It is held in the UTIA's chalet. The program of the 2015 edition of the MTR Winter School will consist mainly of tutorial talks given by participants.
27.1. - 1.2. 2015, Krušné hory, Mariánská.
The Otto Wichterle Award for Ladislav Krištoufek
Congratulations to Vašek Šmídl!
The project proposal "Source-Term Determination of Radionuclide Releases by Inverse Atmospheric Dispersion Modelling" was ranked as the second best of 389 proposals submitted within Czech-Norwegian Research Programme and awarded the grant. Congratulations!
The tea seminar
Dear Colleagues,
you are cordially invited to the summer Cajovy dychanek (The tea seminar) with the topic "Dynamics of quasi-stable systems".
Date & Time: Wednesday, July 16, 14:00
Place: 477 or 474
Our guest is Prof.Igor Chueshov from Kharkov University, Ukraine.
Abstract: In this talk we explain main ideas of the recently developed approach in the study infinite dimensional dissipative systems. This approach covers wide classes of systems and allows to describe long-time dynamics in the terms of finite-dimensional attractors.
Congratulations for Patents
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