Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
home | mail | papers | authors | news | seminars | events | open positions | login

Dg-manifolds in Geometry and Physics

created by tortorella on 11 Oct 2022

3 jul 2023 - 7 jul 2023

Institut Henri Poincaré, Paris

{{the content of this page was copy and pasted from the origin announcement email or website; please refer to the links for updates and inquiries}}

Organizers: Frédéric Hélein (Paris), Grégory Ginot (Paris), Camille Laurent-Gengoux (Lorraine)

This conference intends to bring together mathematicians that solve questions in differential geometry or theoretical physics using dg-manifolds (or related objects) as a tool. Dg-manifolds, also called Q-manifolds, or Lie infinity-algebroids, have been proved to be both powerful and efficient: we think that the time has come to recapitulate the miscellaneous applications of the concept that have appeard in the previous ten years.

Confirmed speakers include:

Christian Blohmann (Bonn)

Christian Brouder (Paris)

Francesco Bonechi (Florence)

Owen Gwilliam (Bonn)

Madeleine Jotz (Würzburg)

Hsuen-Yi Liao (Tsing Hua, TW)

Pavel N Mnev (Notre-Dame)

Joost-Jakob Nuiten (Montpellier)

Kasia Rejzner (York)

Leonid Ryvkin (U. Lyon)

Sarah Scherotzke (Luxembourg)

Ekaterina Shemyakova (U Toledo)

Pavol Severa (U. Genève)

Thomas Strobl (U. Lyon)

Theodore Voronov (Manchester)

Tilmann Wurzbacher (Lorraine)

Marco Zambon (Leuven)

Chenchang Zhu (Göttingen)

Credits | Cookie policy | HTML 5 | CSS 2.1