winterWisla

Winter School & Workshop Wisla 20-21

Online
January 25 - February 5, 2021

The topic of the forthcoming school:
Groups, invariants, and integrals.

The goal of the forthcoming school is to present recent results in differential geometry related to nonlinear PDEs and mathematical physics. The lectures will focus on Lie groups and pseudogroups which play an important role in these fields, and we will discuss different ways of studying their orbit spaces. Two main topics are Poisson algebras and differential invariants. The theory will be illustrated by examples from algebraic and differential geometry, fluid dynamics, and thermodynamics.

The school will provide young researchers with an opportunity to interact with their colleagues and well-known researchers in the field. Selected materials of the school and workshop will be published by Springer Nature.

The speakers will be:

Lychagin Valentin (University of Tromsø, Norway)
Differential contra algebraic invariants.

Peter Olver (University of Minnesota, USA)
TBA.

Rubtsov Volodya (University of Angers, France)
Poisson algebras.

Schneider Eivind (University of Hradec Králové, Czech Republic)
Differential invariants of Lie pseudogroups.

The school fee is 100 EUR.
The fee includes online participation,  lectures, and covers technical issues.

To apply please send an e-mail to office@baltinmat.eu or fill the registration form.
Your request will be considered by the Organizing Committee.

Financial Support
We expect that some support will be available to fund students and other young researchers. If you are requesting financial support, please complete the registration form and send a pdf of your CV as soon as possible.

Org. Committee:
R. Kycia, J. de Lucas, J.Szmit, R.Zawadzki, M.Ulan, M. Wojnowski

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Proceedings of Winter School & Workshop Wisla 21
and
 Summer School & Workshop Wisla 20

Materials of the school and workshop will be published by Springer Nature. The school will provide young researchers with an opportunity to interact with their colleagues and well-known researchers in the field:
- each participant could make a talk about recent research or present a poster
- each participant will get independent and constructive feedback on her/his current research and future research directions
- a decision about including participantwork to the book will be made based on experts feedback
- each participant will also be given an opportunity to improve her/his work during the school
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Lecture notes from previous editions are available at the following links:

Nonlinear PDEs, Their Geometry, and Applications. Proceedings of the Wisła 18 Summer School

Differential Geometry, Differential Equations, and Mathematical Physics. The Wisła 19 Summer School
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