D-particle bound states and generalized instantons

We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.

Detalles Bibliográficos
Autores principales: Moore, Gregory W., Nekrasov, Nikita, Shatashvili, Samson
Lenguaje:eng
Publicado: 1998
Materias:
Particle Physics - Theory
Acceso en línea:https://dx.doi.org/10.1007/s002200050016
http://cds.cern.ch/record/350900
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author Moore, Gregory W.
Nekrasov, Nikita
Shatashvili, Samson
author_facet Moore, Gregory W.
Nekrasov, Nikita
Shatashvili, Samson
author_sort Moore, Gregory W.
collection CERN
description We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.
id cern-350900
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 1998
record_format invenio
spelling cern-3509002019-09-30T06:29:59Zdoi:10.1007/s002200050016doi:10.1007/s002200050016http://cds.cern.ch/record/350900engMoore, Gregory W.Nekrasov, NikitaShatashvili, SamsonD-particle bound states and generalized instantonsParticle Physics - TheoryWe compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of $\CN=1$, $D=4,6,10$ super-Yang-Mills theories with gauge group SU(N). The results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of $\CN=1$, $D=4,6,10$ super-Yang-Mills theories with gauge group SU(N). The results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of $\CN=1$, $D=4,6,10$ super-Yang-Mills theories with gauge group SU(N). The results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of $\CN=1$, $D=4,6,10$ super-Yang-Mills theories with gauge group SU(N). The results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.We compute the principal contribution to the index in the supersymmetric quantum mechanical systems which are obtained by reduction to 0+1 dimensions of $\mathcal{N}=1$, $D=4,6,10$ super-Yang-Mills theories with gauge group SU(N). The results are: ${1\over{N^{2}}}$ for $D=4,6$, $\sum_{d | N} {1\over{d^{2}}}$ for D=10. We also discuss the D=3 case.CERN-TH-98-83HUTP-98-A008ITEP-TH-8-98NSF-ITP-98-031hep-th/9803265YCTP-P6-98CERN-TH-98-083HUTP-98-A-008ITEP-TH-98-8NSF-ITP-98-031YCTP-P-98-6oai:cds.cern.ch:3509001998-03-31
spellingShingle Particle Physics - Theory
Moore, Gregory W.
Nekrasov, Nikita
Shatashvili, Samson
D-particle bound states and generalized instantons
title D-particle bound states and generalized instantons
title_full D-particle bound states and generalized instantons
title_fullStr D-particle bound states and generalized instantons
title_full_unstemmed D-particle bound states and generalized instantons
title_short D-particle bound states and generalized instantons
title_sort d-particle bound states and generalized instantons
topic Particle Physics - Theory
url https://dx.doi.org/10.1007/s002200050016
https://dx.doi.org/10.1007/s002200050016
http://cds.cern.ch/record/350900
work_keys_str_mv AT mooregregoryw dparticleboundstatesandgeneralizedinstantons
AT nekrasovnikita dparticleboundstatesandgeneralizedinstantons
AT shatashvilisamson dparticleboundstatesandgeneralizedinstantons

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