Classification of positive energy representations of the Virasoro group

Abstract

We give a complete classification of all positive energy unitary representations of the Virasoro group. More precisely, we prove that every such representation can be expressed in an essentially unique way as a direct integral of irreducible highest weight representations.

References in corpus (1)

• On an invariance property of the space of smooth vectors

Cited by in corpus (4)

• Quantization of BMS${}_3$ orbits: a perturbative approach
• On an invariance property of the space of smooth vectors
• Near-Horizon Extremal Geometries: Coadjoint Orbits and Quantization
• Homeomorphism of S^1 and Factorization