AdS/CFT correspondence in the Euclidean context
H. Gottschalk, H. Thaler
TL;DR
This paper explores two non-perturbative prescriptions for the Euclidean AdS/CFT correspondence using functional integrals, addressing divergencies that do not compromise key symmetries.
Contribution
It introduces and analyzes two new non-perturbative approaches to Euclidean AdS/CFT, demonstrating their consistency with reflection-positivity and conformal invariance.
Findings
Divergencies in the prescriptions are harmless.
Reflection-positivity is preserved.
Conformal invariance remains intact.
Abstract
We study two possible prescriptions for AdS/CFT correspondence by means of functional integrals. The considerations are non-perturbative and reveal certain divergencies which turn out to be harmless, in the sense that reflection-positivity and conformal invariance are not destroyed.
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