Events organized or supported by CaLISTA Project will be listed in this page.
Charles University, Prague - In presence and online event
Course offered at Faculty of Mathematics and Physics at Charles University, by Dr. Thomas Weber.
Modena, Italy
A local conference on AI and its applications to foster collaborations between AI practitioners, industry, and academia.
Vienna, Austria
Geometry and Machine Learning conference serves as a central meeting point for researchers and practitioners exploring the intersection of geometry, topology, and machine learning.
LMU Munich, 37a Theresienstrasse
Vercelli, Italy
This conference brings together physicists and mathematicians to foster interactions on quantum groups, noncommutative geometry, supergeometry and their applications in theoretical physics.
TU Dresden, Germany
COST Action CaLISTA event bringing together researchers working on quantum homogeneous and symmetric spaces, whether from an algebraic, analytic, categorical or geometric point of view.
UNESCO World Heritage Site of Telč, Brno
Meeting organized as part of CaLISTA Working Group 1 ("Cartan Geometry and Representation Theory") by Masaryk University.
Valencia, Spain
The Workshop is mainly directed to PhD students and young post-doctoral fellows, but members of CaLISTA actions are welcome to join. We also welcome members of other COST actions to attend.
Room BP-2B, Via Berti Pichat 6/2, Bologna - In presence and online event
An afternoon dedicated towards exploring the intersection of Mathematics and Artificial Intelligence.
In presence and online event
The project aims to strengthen institutional support systems and policy environments where women can fully participate, lead, and thrive in science, particularly in the Global South.
Palais du Grand Large, Saint-Malo, France
This conference aims to bring together mathematicians, physicists, and engineers with a shared interest in geometric tools and their applications in information analysis and learning.
Corfu, Greece
Cartan, Generalised and Noncommutative Geometries, Lie Theory and Integrable Systems Meet Vision and Physical Models.