The Lie h-Invariant Conformal Field Theories and the Lie h-Invariant Graphs
M. B. Halpern, E. B. Kiritsis, N. A. Obers
Abstract
We use the Virasoro master equation to study the space of Lie h-invariant conformal field theories, which includes the standard rational conformal field theories as a small subspace. In a detailed example, we apply the general theory to characterize and study the Lie h-invariant graphs, which classify the Lie h-invariant conformal field theories of the diagonal ansatz on SO(n). The Lie characterization of these graphs is another aspect of the recently observed Lie group-theoretic structure of graph theory.
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