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2
votes
1
answer
219
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Modular property of affine algebra and conformal vertex algebra
I wonder how modular property naturally arises in conformal theory.
Is it obvious from physical viewpoint?
6
votes
2
answers
2k
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About state-field correspondence
In the definition of vertex algebra, we call the vertex operator state-field correspondence, does that mean that it is an injective map??
Are there some physical interpretations about state-field cor …
0
votes
1
answer
404
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About vertex algebra, mode expansion
A vertex operator is a linear map associating every state to a operator-valued distributions (quantum field) on a algebra curve, which is also called operator-state correspondence.
Chose a local compl …