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Classification of RCFT from Holomorphic Modular Bootstrap: A Status Report
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Following the initial proposal in 1988, there has been much progress in classifying Rational Conformal Field Theories in 2 dimensions from the Holomorphic Bootstrap approach. This method starts by postulating a generic holomorphic Modular Linear Differential Equation of a given order and imposing the requirement of non-negative integrality of the coefficients in the series expansion of the solutions, which are then identified as admissible characters, from which a modular-invariant partition function is constructed. In this short note, the status of this project is summarised.
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Tensor Product CFTs and One-Character Extensions
One-character extension characters of tensor products of small CFTs organize into compact S-invariant polynomial bases, yielding closed forms up to central charge 128 and conjectured new one-character CFTs.
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