Morita equivalence problems for blocks of finite groups  05 - 09 September 2016

Room : BI A0 448


Charles Eaton, University of Manchester

Michael Livesey, University of Manchester

The central theme of this workshop is the determination and description of the Morita equivalence classes of blocks of finite groups. Related to this are for example the study of derived equivalences, source algebras and the determination of other invariants of a block, as well as the study of algebras which arise as basic algebras for blocks.

Increasingly the classification of finite simple groups plays a major role, and recent advances in our understanding of the blocks of finite groups of Lie type are particularly important.

The core of the workshop will be five short lecture series on some of the main tools and problems, including blocks of finite groups of Lie type in non-defining characteristic, basic algebras and their computation, Galois conjugacy of blocks, source algebras, and determination of block invariants.

The lecture series will be given by:

Marc Cabanes, Université Paris Diderot
Jon Carlson, University of Georgia
Radha Kessar, City University London
Markus Linckelmann, City University London
Benjamin Sambale, TU Kaiserslautern
Malka Schaps, Bar Ilan University

The lecture series will be supplemented by a programme of invited and contributed conference talks and a discussion session.

The registration to the workshop is open until 3 April 2016. If you are interested in participating, click on "Register" and fill-out the form. The Bernoulli staff will contact you soon after the deadline to confirm acceptance.

Supported by EPSRC grant EP/M015548/1

Name University Dates of visit
Charles Eaton University of Manchester 05/09/2016 - 09/09/2016
Michael Livesey University of Manchester 05/09/2016 - 09/09/2016
Total Guests : 2
Name University Dates of visit
Total Guests : 0
Conference in Honor of the 70th Birthday of Tudor Ratiu, 20 to 24 July 2020.
Registration fees of CHF 50.- are mandatory for visits from 1 day to full attendance of the conference.
Cancellations and no-shows are not eligible for a refund.
I hereby agree to the conditions of the registration fees and to settling the amount by 28 February 2020.

Last Name
First Name
Zip Code