Self-dual 6d 2-form fields coupled to non-abelian gauge field: quantum corrections

被引:0
作者
Kuo-Wei Huang
Radu Roiban
Arkady A. Tseytlin
机构
[1] Stony Brook University,C.N. Yang Institute for Theoretical Physics
[2] Perimeter Institute for Theoretical Physics,Department of Physics
[3] The Pennsylvania State University,Blackett Laboratory
[4] Imperial College,undefined
[5] Lebedev Institute,undefined
来源
Journal of High Energy Physics | / 2018卷
关键词
Anomalies in Field and String Theories; Field Theories in Higher Dimensions; Gauge Symmetry;
D O I
暂无
中图分类号
学科分类号
摘要
We study a 6d model of a set of self-dual 2-form B-fields interacting with a non-abelian vector A-field which is restricted to a 5d subspace. One motivation is that if the gauge vector could be expressed in terms of the B-field or integrated out, this model could lead to an interacting theory of B-fields only. Treating the 5d gauge vector as a background field, we compute the divergent part of the corresponding one-loop effective action which has the (DF)2 + F3 structure and compare it with similar contributions from other 6d fields. We also discuss a 4d analog of the non-abelian self-dual model, which turns out to be UV finite.
引用
收藏
相关论文
共 62 条
  • [1] Sämann C(2018)Towards an M5-brane model I: a 6d superconformal field theory J. Math. Phys. 59 068-undefined
  • [2] Schmidt L(2013)Six-dimensional superconformal couplings of non-abelian tensor and hypermultiplets JHEP 03 083-undefined
  • [3] Samtleben H(2010)Nonabelian (2, 0) tensor multiplets and 3-algebras JHEP 08 028-undefined
  • [4] Sezgin E(2012)Non-abelian action for multiple five-branes with self-dual tensors JHEP 05 129-undefined
  • [5] Wimmer R(2013)Non-abelian tensor towers and (2, 0) superconformal theories JHEP 05 021-undefined
  • [6] Lambert N(2011)A non-abelian self-dual gauge theory in 5 + 1 dimensions JHEP 07 075-undefined
  • [7] Papageorgakis C(2012)Note on non-Abelian two-form gauge fields JHEP 09 154-undefined
  • [8] Chu C-S(2014)Aspects of effective theory for multiple M5-branes compactified on circle JHEP 12 252-undefined
  • [9] Ko S-L(1983)Quantum properties of higher dimensional and dimensionally reduced supersymmetric theories Nucl. Phys. B 227 269-undefined
  • [10] Bonetti F(1984)Gravitational anomalies Nucl. Phys. B 234 728-undefined