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A Triviality Result in the AdS/CFT Correspondence for Euclidean Quantum Fields with Exponential Interaction
No full textWe consider scalar quantum fields with exponential interaction on Euclidean hyperbolic space in two dimensions. Using decoupling inequalities for Neumann boundary conditions on a tessellation of , we are able to show that the infra-red limit for the generating functional of the conformal boundary field becomes trivial
An indefinite metric model for interacting quantum fields on globally hyperbolic space-times
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The Feynman graph representation of convolution semigroups and its applications to Lévy statistics
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