26–29 Sept 2017
DESY Hamburg
Europe/Berlin timezone

Algebraic properties of the monopole formula

28 Sept 2017, 15:00
20m
Seminar room 1 (DESY Hamburg)

Seminar room 1

DESY Hamburg

Notkestrasse 85, 22607 Hamburg
String & Mathematical Physics Parallel Session: Strings & Mathematical Physics

Speaker

Marcus Sperling (Univ. Vienna)

Description

In this talk, I will discuss how the two geometric notions "fan" and "monoid" can be very fruitful for the understanding of the Coulomb branch Hilbert series (the monopole formula) for 3d N=4 gauge theories. After a brief reminder of the monopole formula, I will introduce the matter fan and reorganise the monopole formula accordingly. I then discuss the resulting algebraic properties and their implications.

Primary author

Marcus Sperling (Univ. Vienna)

Presentation materials