Seminars and Lectures
Aims and Scope
The Seminar on Analysis, Differential Equations and Mathematical Physics is organized by the coordinators Prof. Alexey Karapetyants, and Prof. Vladislav Kravchenko. Scientific Secretary of the Seminar: Tatiana Andreeva.

On this webpage below there are announcements of the upcoming events from the Seminar on Analysis, Differential Equations and Mathematical Physics and Seminars by our partners: Tbilisi Analysis & PDE Seminar, Seminar of the Nikolsky Mathematical Institute, Yerevan Mathematical Colloquium, OTDE-Seminar of Vladikavkaz Scientific Center, Seminar on Constructive Theory of Functions, United Seminar of the MSU Department of Probability Theory, Seminar on Analysis and Applied Mathematics at BAU-Turkey, and Fractional Calculus Seminar.
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Upcoming Events
5 May 2026
14:00
Istanbul time (UTC +3)
Location: Zoom
5 May 2026
14:00
Istanbul time (UTC +3)
Location: Zoom

SEMINAR OF OUR PARTNER

Analysis and Applied Mathematics


Yagub N. Aliyev
ADA University, Azerbaijan
Sturm-Liouville problems with a boundary condition depending linearly on an eigen parameter
Information
Join the seminar
6 May 2026
16:45 p.m.
Moscow time (UTC +3)
Location: Zoom
6 May 2026
16:45 p.m.
Moscow time (UTC +3)
Location: Zoom

SEMINAR OF OUR PARTNER

United Seminar of the MSU Department of Probability Theory


Alexander Gushchin

Moscow State University, Russia

A review of results from various years in probability theory and mathematical statistics
Information
Join the seminar
7 May 2026
18:00 – 19:00
Moscow time (UTC +3)
Location: MS Teams
7 May 2026
18:00 – 19:00
Moscow time (UTC +3)
Location: MS Teams
Kirill Golubnichiy
Texas Tech University, USA

A Carleman Semi-Discrete Convexification Method Combined With Deep Learning for Electrical Impedance Tomography

Abstract
Join the seminar
8 May 2026
15:00
Rome time (UTC +2)
Location: Zoom
8 May 2026
15:00
Rome time (UTC +2)
Location: Zoom

SEMINAR OF OUR PARTNER

Fractional Calculus Seminar


Gianni Pagnini
Basque Center for Applied Mathematics, Spain
Fractional theories and models: between "unreasonable effectiveness" and just mathematical convenience
Information
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