Chiral algebras for superconformal interacting bosons
arXiv:0903.2157 · doi:10.1142/S0217751X09046102
Abstract
A sort of calculus is developed to find the chiral algebras of N=2 superconformal interacting bosonic models. Many examples are discussed. It is shown that the algebras share a common structure, which we call almost Landau Ginzburg. For one or two generators, the number of relations is equal to the number of generators and they are algebraically independent.
31 pages