Real algebraic K-theory and trace methods


27-31 May 2024

Campus Condorcet - Paris

campus Condorcet
Recent years have seen a tremendous progress in the field of algebraic K-theory and related themes, including for example the recent proof of the redshift conjecture for commutative ring spectra, or, in a different direction, the development of hermitian and real algebraic K-theory for Poincaré categories. In this context, trace methods provide a powerful tool for both computational and structural results, whose hermitian and real aspects remained until recently largely unexplored.

This conference aims to bring together international and local experts to present and discuss the most recent developments in algebraic and real algebraic K-theory, trace methods, and applications.

Invited speakers

Conference Schedule and abstracts

The conference schedule with abstracts is available for download as a pdf-file here: realK-program.pdf.

Scientific Committee:

Baptiste Calmès, Bjørn Ian Dundas, Teena Gerhardt, and Ayelet Lindenstrauss.

Organizers:

Gabriel Angelini-Knoll, Christian Ausoni, Yonatan Harpaz and Victor Saunier.

Practical information

The conference venue is the Maison des Sciences de l'Homme on Campus Condorcet, in Paris-Aubervilliers. It is very close to the stop Front Populaire of the Parisan subway line 12. The conference will start on Monday May 27th in the afternoon, and end Friday May 31st at noon. It is planned that talks can also be attended online (only for registered participants).

Financial support

Limited support is available, for lodging and travel, with a priority for junior participants; if you would like to apply please indicate so in the registration form; deadline for applying in April 30th.

Registration

If you are interested in participating in this conference, either in person or remotely, please fill out this Registration form.
If you have questions, please contact the organizers.

Sponsors:

This conference is supported by the ERC project Foundations of Motivic Real K-theory of the European Union, under the grant agreement no. 949583, and the University Sorbonne Paris Nord.

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