Seminar “Sobolev inequality on Riemannian manifolds”

Seminar “Sobolev inequality on Riemannian manifolds”

The event passed
13 Oct 2020
Location
Online
About the event

13, October at 19:00 MSK

The classical Sobolev inequality is considered on non-compact, complete, connected Riemannian manifolds. The geometry of a manifold is described in terms of isoperimetric inequalities. Provided that the manifold is p-hyperbolic, the Sobolev inequality is established, which depends on the geometry of the manifold. An example of a symmetric manifold is given, on which p -hyperbolicity can be easily verified. Further, we discuss possible applications in studying the properties of solutions of equations on manifolds.

Speaker

D.Sc. A.F. Tedeev (Leading scientific researcher of Southern Mathematical Institute of the VSC of RAS, Vladikavkaz, Russian Federation). 

Title of the talk: The Sobolev inequality on Riemannian manifolds. 

Online

Related eventsAll events
2021
18 May
Seminar “ Solution of one boundary value problem on the semi-axis for the diffusion equation with a growing coefficient”
2021
20 May
Seminar “Natural hazards in the South of Russia: events, observations and perspective tasks. Part 2”
2021
18 May
Scientific seminar “Mathematical modeling of viral infection and immune response”
2021
14 May
Open lecture “Mathematical modelling in Biomedicine”