Proves holonomicity of conformal blocks sheaves and that flat sections are spanned by trace functions for quasi-lisse vertex algebras satisfying finiteness and semisimplicity, generalizing Zhu's theorem with a dimension coincidence for admissible affine cases.
Generalized multipleq-zeta values and characters of vertex algebras
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Modular invariance of characters of quasi-lisse vertex algebras
Proves holonomicity of conformal blocks sheaves and that flat sections are spanned by trace functions for quasi-lisse vertex algebras satisfying finiteness and semisimplicity, generalizing Zhu's theorem with a dimension coincidence for admissible affine cases.