Category Archives: Scientifics Events

Dr. Cosmin Pohoață, Institute for Advanced Study, Princeton: Erdős-Szekeres: In search of convex polytopes

1 November, 2022
On Friday, November 4, 2 p.m., we invite all interested to the following lecture: Title: Erdős-Szekeres: In search of convex polytopes Guest: Cosmin Pohoață (Institute for Advanced Studies, Princeton). Summary: In any configuration with enough points in R^d (in general position), there are n points in convex position. This was originally conjectured by Esther Klein
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2nd Workshop on Applied Deep Learning (WeADL 2022)

26 May, 2022
2nd Workshop on Applied Deep Learning (WeADL 2022)
The 2nd Workshop on Applied Deep Learning (WeADL 2022) will take place on Friday, June 3rd and will focus on presenting some of the recent research results in the usage of artificial intelligence for short-term forecasting (nowcasting) of extreme weather events. Speakers from the Norwegian Meteorological Institute, the Romanian National Weather Administration as well as
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CERN School of Computing, 15-28 September 2019, Cluj-Napoca, Romania

11 April, 2019
CERN School of Computing, 15-28 September 2019, Cluj-Napoca, Romania
2019 CERN School of Computing (CSC 2019) takes place on September 15-28 in Cluj-Napoca, Romania. The two-week academic programme consists of more than 50 hours of lectures and hands-on exercises, covering three main themes: physics computing, software engineering and data technologies. However, it’s not all study; the social and sport programme is also a vital
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Dr. Robert Csetnek, University of Vienna and STAR-UBB Institute Advanced Fellowship: Approaching nonsmooth optimization problems by splitting methods: theory, algorithms and applications

14 September, 2017
Dr. Robert Csetnek, University of Vienna and STAR-UBB Institute Advanced Fellowship: Approaching nonsmooth optimization problems by splitting methods: theory, algorithms and applications
Abstract: The aim of this lecture is to introduce the main tools and techniques specific to variational analysis which are required to solve nonsmooth optimization and monotone inclusion problems. The main theoretical aspects to be presented are: elements of convex analysis, duality theory for convex optimization problems, regularity and optimality conditions, elements of monotone operator
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