Modular differential equations and null vectors
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Date
2008-09-17
Publication Type
Journal Article
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Abstract
We show that every modular differential equation of a rational conformal field theory comes from a null vector in the vacuum Verma module. We also comment on the implications of this result for the consistency of the extremal self-dual conformal field theories at c = 24k.
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published
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Volume
2008 (9)
Pages / Article No.
79
Publisher
IOP Publishing
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Subject
Conformal Field Models in String Theory; AdS-CFT Correspondence
Organisational unit
03657 - Gaberdiel, Matthias / Gaberdiel, Matthias