Counting Exceptional Instantons

A Gadde; A Gadde; A Gorsky; A Hanany; A Losev; A Sen; CA Keller; Christoph A. Keller; D Forcella; D Gaiotto; D Gaiotto; E Witten; EB Vinberg; F Benini; F Fucito; G Bonelli; G Bonelli; GW Moore; H Awata; H Awata; H Nakajima; JA Minahan; JA Minahan; Jaewon Song; JD Edelstein; L Hollands; LF Alday; M Atiyah; M Mariño; MR Douglas; N Nekrasov; NA Nekrasov; RP Stanley; S Benvenuti; T Banks; V Spiridonov

research

Counting Exceptional Instantons

Authors: A Gadde
A Gadde
A Gorsky
A Hanany
A Losev
A Sen
CA Keller
Christoph A. Keller
D Forcella
D Gaiotto
D Gaiotto
E Witten
EB Vinberg
F Benini
F Fucito
G Bonelli
G Bonelli
GW Moore
H Awata
H Awata
H Nakajima
JA Minahan
JA Minahan
Jaewon Song
JD Edelstein
L Hollands
LF Alday
M Atiyah
M Mariño
MR Douglas
N Nekrasov
NA Nekrasov
RP Stanley
S Benvenuti
T Banks
V Spiridonov
Publication date: 1 June 2012
Publisher: 'Springer Science and Business Media LLC'
Doi

Abstract

We show how to obtain the instanton partition function of N=2 SYM with exceptional gauge group EFG using blow-up recursion relations derived by Nakajima and Yoshioka. We compute the two instanton contribution and match it with the recent proposal for the superconformal index of rank 2 SCFTs with E6, E7 global symmetry.Comment: 16 pages, references adde

Similar works

Full text

Open in the Core reader

Download PDF

Available Versions

Crossref

info:doi/10.1007%2Fjhep07%2820...

Last time updated on 01/04/2019

Caltech Authors - Main

oai:authors.library.caltech.ed...

Last time updated on 09/07/2019

Caltech Authors - Main

oai:authors.library.caltech.ed...

Last time updated on 03/02/2021