BCC

IX International Meeting on Lorentzian Geometry

17.06.2018 - 24.06.2018 | Warsaw

IX International Meeting on Lorentzian Geometry

Supported by

 

Aim and scope

Lorentzian Geometry is a branch of Differential Geometry with roots in General Relativity and ramifications in many mathematical areas: Geometric Analysis, Functional Analysis, Partial Differential Equations, Lie groups and algebras... Several groups researching on this topic throughout the world have maintained a regular series on international meetings celebrated every two years in Spain, Italy, Brazil and Germany.

The edition to be held at the Banach Center will cover topics on pure and applied Lorentzian Geometry such as geometry of spacetimes, solitons, black holes, Einstein equations, geodesics or submanifolds. Poland is a perfect place for our conference, due to the existence of a very strong General Relativity groups, with many people working in Mathematical Relativity. Some of them (Bizon, Jezierski, Kijowski, Nurowski) are organizers of the conference, members of the Scientific Committee, or speakers, while other Polish relativists have expressed their interest in the participation in the meeting.

Invited speakers

Paul Tod  (minicourse speaker)    University of Oxford
Luis J. Alías    Universidad de Murcia 
Miguel Brozos-Vázquez    Universidade da Coruña
Erasmo Caponio    Politecnico di Bari
Piotr T. Chruściel    Universität Wien
Wolfgang Globke    Universität Wien
Philippe G. LeFloch    Sorbonne Université, Paris 
Jerzy Kijowski    Center for Theoretical Physics PAS
Vincent Pecastaing    Université du Luxembourg
Stefan Suhr    Ruhr-Universität Bochum 
Robert Wald    University of Chicago

Recent announcements

Programme of the conference (21. May, 2018)

Book of abstracts (update 22 June, 2018)

First announcement (12. February, 2018)

Contact

In case of any questions please contact lorentzian9[at]impan.pl or directly one of the members of the Organizing Committee.

   
   
   

Rewrite code from the image

Reload image

Reload image