RG domain wall for the N=1 minimal superconformal models

被引：0
作者：
Gabriel Poghosyan
Hasmik Poghosyan
机构：
[1] Yerevan Physics Institute,
来源：
Journal of High Energy Physics | / 2015卷
关键词：
Field Theories in Lower Dimensions; Conformal and W Symmetry; Renormalization Group; D-branes;
D O I：
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摘要：
We specify Gaiotto’s proposal for the RG domain wall between some coset CFT models to the case of two minimal N=1 SCFT models SMp and SMp−2 related by the RG flow initiated by the top component of the Neveu-Schwarz superfield Φ1,3. We explicitly calculate the mixing coefficients for several classes of fields and compare the results with the already known in literature results obtained through perturbative analysis. Our results exactly match with both leading and next to leading order perturbative calculations.
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  • [1] Fredenhagen S(2005)Generalised permutation branes JHEP 11 004-undefined
  • [2] Quella T(2008)Defects and bulk perturbations of boundary Landau-Ginzburg orbifolds JHEP 04 001-undefined
  • [3] Brunner I(2012)Domain walls for two-dimensional renormalization group flows JHEP 12 103-undefined
  • [4] Roggenkamp D(1987)Renormalization group and perturbation theory near fixed points in two-dimensional field theory Sov. J. Nucl. Phys. 46 1090-undefined
  • [5] Gaiotto D(2013)Mixing with descendant fields in perturbed minimal CFT models JHEP 10 131-undefined
  • [6] Zamolodchikov AB(2014)Two dimensional renormalization group flows in next to leading order JHEP 01 167-undefined
  • [7] Poghosyan A(2014)Entropy of conformal perturbation defects J. Phys. A 47 485401-undefined
  • [8] Poghosyan H(1985)Superconformal Invariance in Two-Dimensions and the Tricritical Ising Model Phys. Lett. B 151 37-undefined
  • [9] Poghossian R(1985)Minimal operator algebras in superconformal quantum field theory Phys. Lett. B 151 26-undefined
  • [10] Konechny A(1985)Superconformal symmetry in two-dimensions Phys. Lett. B 151 31-undefined
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