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2017

Constraints on Flavored 2d CFT Partition Functions

Dyer, Ethan, Fitzpatrick, A. Liam, Xin, Yuan

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We study the implications of modular invariance on 2d CFT partition functions with abelian or non-abelian currents when chemical potentials for the charges are turned on, i.e.

when the partition functions are "flavored".
We begin with a new proof of the transformation law for the modular transformation of such partition functions.
Then we proceed to apply modular bootstrap techniques to constrain the spectrum of charged states in the theory.

Constraints on Flavored 2d CFT Partition Functions · Around

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