Conference on "Higher Homotopy Algebras in Topology", May 9 - 10, 2019
Algebras up to homotopy, or homotopy algebras, such as $A_\infty$, $C_\infty$, $E_\infty$ and $L_\infty$, play an increasingly important role in many areas of mathematics and physics, like topology, mathematical physics, and deformation theory. Let us mention a few examples of interest. Homotopy Lie algebras, also known as $L_\infty$-algebras, have been essential in Kontsevich's proof of deformation quantization. In algebraic topology, $C_\infty$ and $L_\infty$-algebras arise as structures governing the rational homotopy type of spaces, and $E_\infty$-(co)algebras naturally appear as an algebraic structure on infinite loop spaces and on the singular (co)chains of any space. Recent advances in this line include the use of higher homotopy algebras to model all sorts of interesting spaces, such as mapping spaces, sections of fiber bundles, configuration spaces, among many others.
This mini-conference focuses on the most recent developments and applications of homotopy algebras in topology.
Organizers
Felix Wierstra (MPIM Bonn)
Provisory list of speakers:
Ricardo Campos (Université de Montpellier)
Joana Cirici (Universitat de Barcelona)
Vladimir Dotsenko (Trinity College Dublin)
Benoit Fresse (Université de Lille)
Najib Idrissi (Université Paris Diderot)
Pascal Lambrechts (Université catholique de Louvain-la-Neuve)
Aniceto Murillo (Universidad de Malaga)
Fernando Muro (Universidad de Sevilla)
* to be confirmed.
Registration
Please use the following link.
Financial support
Limited financial support is available. If you need support, you can add your request on the registration webform with a brief justification. Requests for financial support will have to be made by March 31, 2019.
Hotel reservations
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Contact
If you have any questions, please feel free to contact HHAIT@mpim-bonn.mpg.de.
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Anhang | Größe |
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Poster_HHAIT2019.pdf | 1.17 MB |
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