# 3d CFT While CFTs in 2d are subject to an infinite symmetry group, which gives us a lot of power to compute, CFTs in 3d have their own richness. ## Refs - three-point function - [[1993#Osborn, Petkos]]: most general parity-preserving three-point function - [[2011#Giombi, Prakash, Yin]]: most general three-point function for integer spins - [[2022#Buchbinder, Stone]]: most general three-point function for both integer and half-integer spins ## Examples - SUSY CS theory - [[2007#Gaiotto, Yin]] - vector-type 3d CFT - [[2002#Sezgin, Sundell]] - [[2002#Klebanov, Polyakov]]