9-13 June 2013
Koper, Slovenia
UTC timezone
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Bogomolov multipliers of groups

Presented by Primoz MORAVEC
Type: Oral presentation
Track: Plenary Talk

Content

The Bogomolov multiplier is a group theoretical invariant isomorphic to the unramified Brauer group of a given quotient space, and represents an obstruction to the problem of stable rationality of fixed fields. In this talk we survey some recent results regarding Bogomolov multipliers. We derive a homological version of the Bogomolov multiplier, prove a Hopf-type formula, find a five term exact sequence corresponding to this invariant, and describe the role of the Bogomolov multiplier in the theory of central extensions. An algorithm for computing the Bogomolov multiplier is developed. We define the Bogomolov multiplier within K-theory and show that proving its triviality is equivalent to solving a long-standing problem posed by Bass.

Place

Location: Koper, Slovenia

Primary authors

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