Russian version of this page.

St.Petersburg Department of Steklov Institute of Mathematics


General Mathematics Seminar

Programme committee:

  • A.M.Vershik (head), doctor of sciences
  • I.A.Ibragimov, full member of Russian Academy of Sciences
  • Serguei Kisliakov, full member of Russian Academy of Sciences
  • Yu.V.Matiyasevich, full member of Russian Academy of Sciences
  • M.I.Belishev, doctor of sciences
  • N.M.Bogoliubov, doctor of sciences
  • S.V.Buyalo, doctor of sciences
  • V.I.Vasyunin, doctor of sciences
  • M.A.Vsemirnov, corresponding member of Russian Academy of Sciences
  • B.B.Lurje, doctor of sciences
  • N.D.Filonov, candidate of sciences
  • A.V.Pastor (secretary), candidate of sciences

This seminar is organized by St.Petersburg Division of Steklov Institute of Mathematics (POMI) of Russian Academy of Sciences.

The next session of the seminar.

Previous sessions of the seminar. (Also short abstracts of some talks are presented here.)

Planned talks.

Russian version of this page.


The next session(s) of the seminar.

The next (174th) session will be held on Thursday, December 22, in the room no. 311 at 14.00.

Speaker: D. Yu. Burago (State College, Pennsylvania)
Title: Mathematical fairy tales.

Abstract:

1. "A survival guide for feeble fish". How fish can get from A to B in turbulent waters which maybe much fasted than the locomotion speed of the fish provided that there is no large-scale drift of the water flow. This is related to homogenization of the G-equation which is believed to govern many combustion processes. Based on a joint work with S. Ivanov and A. Novikov.

2. "What is inside?" Imagine a body with some intrinsic structure, which, as usual, can be thought of as a metric. One knows distances between boundary points (say, by sending waves and measuring how long it takes them to reach specific points on the boundary). One may think of medical imaging or geophysics. This topic is related to the one on minimal fillings, the next one. Joint work with S. Ivanov.

3. How can one discretize elliptic equations without using finite elements, triangulations and such? On manifolds and even "nice" mm-spaces. A notion of ρ-Laplacian and its stability. Joint with S. Ivanov and Kurylev.

And other.


After session tea in the marble hall will be organized.


Our address: St.Petersburg Division of
Steklov Institute of Mathematics,
27, Fontanka, St.Petersburg.


Page of St.Petersburg Department of Steklov Institute of Mathematics (POMI).

This page is maintained by Alexei Pastor, the secretary of the seminar.
All your questions and/or suggestions you may send by e-mail to: pastor@pdmi.ras.ru.

Last modified: December 15, 2016