CaLiForNIA

Cartan and differential geometry, Lie theory, quantum groups and non commutative geometry For novel and Innovative Applications to quantum algorithms and geometric deep learning

Abstract

Lie theory pervades all areas of mathematics, by providing natural encodings of symmetries; representation theory and Cartan geometry are two of its most successfull manifestations. CaLiForNIA aims to push the frontier of research in these two key topics, Lie Theory and Cartan Geometry in synergy with the complementary investigations in the areas of quantum groups and more generally non commutative geometry, including physical applications. CaLiFornia goal is to apply the new mathematics originating by the above research to the new and strategic fields of quantum computing and geometric deep learning, top priorities in HorizonEurope.

Project details

Unibo Team Leader: Rita Fioresi

Unibo involved Department/s:
Dipartimento di Farmacia e Biotecnologie

Coordinator:
ALMA MATER STUDIORUM - Università di Bologna(Italy)

Other Participants:
UNIVERSITEIT VAN AMSTERDAM - UvA - Facultei der Maatschappij - en Gedragswetenschappen (Netherlands)
Masarykova Univerzita (Czech Republic)
Universidad de Valencia (Spain)
Univerzita Karlova - Charles University (Czech Republic)

Total Eu Contribution: Euro (EUR) 2.504.779,20
Project Duration in months: 48
Start Date: 01/01/2024
End Date: 31/12/2027

Cordis webpage

This project has received funding from the European Union’s Horizon Europe research and innovation programme under grant agreement No 101119552 This project has received funding from the European Union’s Horizon Europe research and innovation programme under grant agreement No 101119552