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What is K-Decompositions in 3D Gauge Theories about?

This paper explores the mathematical and physical aspects of K-decompositions in three-dimensional gauge theories, specifically focusing on framed flat P GL(K, C)-connections on 3-manifolds. It introduces a moduli space LK (M) and constructs 3d N = 2 superconformal field theories TK [M] associated with these manifolds, extending previous work for K = 2. The authors aim to establish connections between the geometry of these theories and the topology of the underlying manifolds, revealing symplectic propertie

Author

Rosó Péraz

Language

EN