On some conjectured partition identities of Kanade and Russell

Beschreibung

In 2014, Kanade and Russell conjectures six partition identities of the Rogers-Ramanujan type. We discuss the recent proof of the modulo 12 conjectures by Bringmann, JS, and Mahlburg, which is a combination of various q-series techniques. As time permits, we will also consider the proofs of more recent conjectures of Kanade and Russell, some of which are related to affine Lie algebras.

Zeitraum	15 März 2019
Veranstaltungstyp	Gastvortrag
Ort	ÖsterreichAuf Karte anzeigen