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U-duality and D-brane combinatorics
We investigate D-brane instanton contributions to R^4 couplings in any toroidal compactification of type II theories. Starting from the 11D supergravity one-loop four-graviton amplitude computed by Green, Gutperle and Vanhove, we derive the non-perturbative O(e^{-1/\lambda}) corrections to R^4 coupl...
Autores principales: | , |
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Lenguaje: | eng |
Publicado: |
1997
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Materias: | |
Acceso en línea: | https://dx.doi.org/10.1016/S0370-2693(97)01398-1 http://cds.cern.ch/record/335775 |
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author | Pioline, B. Kiritsis, E. |
author_facet | Pioline, B. Kiritsis, E. |
author_sort | Pioline, B. |
collection | CERN |
description | We investigate D-brane instanton contributions to R^4 couplings in any toroidal compactification of type II theories. Starting from the 11D supergravity one-loop four-graviton amplitude computed by Green, Gutperle and Vanhove, we derive the non-perturbative O(e^{-1/\lambda}) corrections to R^4 couplings by a sequence of T-dualities, and interpret them as precise configurations of bound states of D-branes wrapping cycles of the compactification torus. Dp-branes explicitely appear as fluxes on D(p+2)-branes, and as gauge instantons on D(p+4)-branes. Specific rules for weighting these contributions are obtained, which should carry over to more general situations. Furthermore, it is shown that U-duality in D<=6 relates these D-brane configurations to O(e^{-1/\lambda^2}) instantons for which a geometric interpretation is still lacking. |
id | cern-335775 |
institution | Organización Europea para la Investigación Nuclear |
language | eng |
publishDate | 1997 |
record_format | invenio |
spelling | cern-3357752023-03-14T19:58:06Zdoi:10.1016/S0370-2693(97)01398-1http://cds.cern.ch/record/335775engPioline, B.Kiritsis, E.U-duality and D-brane combinatoricsParticle Physics - TheoryWe investigate D-brane instanton contributions to R^4 couplings in any toroidal compactification of type II theories. Starting from the 11D supergravity one-loop four-graviton amplitude computed by Green, Gutperle and Vanhove, we derive the non-perturbative O(e^{-1/\lambda}) corrections to R^4 couplings by a sequence of T-dualities, and interpret them as precise configurations of bound states of D-branes wrapping cycles of the compactification torus. Dp-branes explicitely appear as fluxes on D(p+2)-branes, and as gauge instantons on D(p+4)-branes. Specific rules for weighting these contributions are obtained, which should carry over to more general situations. Furthermore, it is shown that U-duality in D<=6 relates these D-brane configurations to O(e^{-1/\lambda^2}) instantons for which a geometric interpretation is still lacking.We investigate D-brane instanton contributions to R^4 couplings in any toroidal compactification of type II theories. Starting from the 11D supergravity one-loop four-graviton amplitude computed by Green, Gutperle and Vanhove, we derive the non-perturbative O(e^{-1/\lambda}) corrections to R^4 couplings by a sequence of T-dualities, and interpret them as precise configurations of bound states of D-branes wrapping cycles of the compactification torus. Dp-branes explicitely appear as fluxes on D(p+2)-branes, and as gauge instantons on D(p+4)-branes. Specific rules for weighting these contributions are obtained, which should carry over to more general situations. Furthermore, it is shown that U-duality in D<=6 relates these D-brane configurations to O(e^{-1/\lambda^2}) instantons for which a geometric interpretation is still lacking.We investigate D-brane instanton contributions to R 4 couplings in any toroidal compactification of type II theories. Starting from the 11D supergravity one-loop four-graviton amplitude computed by Green, Gutperle and Vanhove, we derive the non-perturbative O ( e −1/ λ ) corrections to R 4 couplings by a sequence of T-dualities, and interpret them as precise configurations of bound states of D-branes wrapping cycles of the compactification torus. D p -branes explicitly appear as fluxes on D( p +2)-branes, and as gauge instantons on D( p +4)-branes. Specific rules for weighting these contributions are obtained, which should carry over to more general situations. Furthermore, it is shown that U-duality in D ≤6 relates these D-brane configurations to O ( e −1/ λ 2 ) instantons for which a geometric interpretation is still lacking.hep-th/9710078CERN-TH-97-272CPTH-S-563-1097CERN-TH-97-272CPTH-S-563oai:cds.cern.ch:3357751997-10-09 |
spellingShingle | Particle Physics - Theory Pioline, B. Kiritsis, E. U-duality and D-brane combinatorics |
title | U-duality and D-brane combinatorics |
title_full | U-duality and D-brane combinatorics |
title_fullStr | U-duality and D-brane combinatorics |
title_full_unstemmed | U-duality and D-brane combinatorics |
title_short | U-duality and D-brane combinatorics |
title_sort | u-duality and d-brane combinatorics |
topic | Particle Physics - Theory |
url | https://dx.doi.org/10.1016/S0370-2693(97)01398-1 http://cds.cern.ch/record/335775 |
work_keys_str_mv | AT piolineb udualityanddbranecombinatorics AT kiritsise udualityanddbranecombinatorics |