[Conference] Sub-Riemannian Analysis and Geometry

Sub-Riemannian analysis and geometry have emerged as vibrant areas of study, with profound implications across various branches of mathematics and beyond. The underlying structures and geometric properties of Carnot-Caratheodory spaces pose intriguing mathematical challenges. This conference serves as a platform for mathematicians and researchers from around the world to converge and explore the rich landscape of related mathematical theory alongside many important applications.

Our program encompasses a broad spectrum of topics including various aspects of geometric analysis, partial differential equations, geometric and functional inequalities, control theory, optimal transport, and stochastic processes on sub-Riemannian manifolds. This conference aims to bring together experts, promote collaboration and inspire fresh perspectives on diverse subjects within the realm of sub-Riemannian settings.

Speakers:

Davide Barilari (University of Padova)
Luca Capogna (Smith College)
Giovanna Citti (University of Bologna)
Maria Gordina (University of Connecticut)
Kotaro Hisa (University of Tokyo)
Enrico Le Donne (University of Fribourg)
Andrea Pinamonti (University of Trento)
Luca Rizzi (SISSA)
Bianca Stroffolini (University of Naples)
Kenshiro Tashiro (OIST)
Jeremy Tyson (University of Illinois Urbana-Champaign)
Ye Zhang (OIST)
Xiao Zhong (University of Helsinki)

Organizers: Qing Liu (OIST), Ye Zhang (OIST), Xiaodan Zhou (OIST)

Zoom registration:  Click here to get a Zoom link

Visit the conference website for more details.