The Seminar on Analysis and Probability, organized by the Faculty of Mathematics HSE: Zimo Hao

Abstract.  We consider moderately interacting particle approximations for singular McKean--Vlasov SDEs driven by symmetric $\alpha$-stable processes with $\alpha\in(1,2]$. The framework applies to several important models, including SQG, fractional Navier--Stokes, fractional Burgers-type equations, and Keller--Segel equations. We establish quantitative convergence rates for the Euler approximation and for propagation of chaos.

The recording will be available on YouTube:  https://www.youtube.com/playlist?list=PLq3E5oubNNoCm_7qmR-waiquRPnzdL4Rb

We warmly invite you to attend the meeting of the seminar. Please feel free to share this announcement with colleagues and students who might be interested.

We look forward to your participation!

Best regards,
Alexander Menovschikov
on behalf of the organizing committee