The level structure in quantum K-theory andmock theta functions
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Abstract
This is the first in a sequence of papers to develop the theory of levels in quantum K-theory and study its applications. Our main results in this paper are toric mirror theorems for permutation-equivariant quantum K-theory with level structure. In some of the simplest examples, we see the surprising appearance of Ramanujan's mock theta functions.
Citation impact
20
total citations
- FWCI
- 0.00
- Percentile
- 98%
- References
- 48
Citations per year
Authors
3- YRYongbin RuanCorresponding
- MZMing Zhang
- YWYaoxiong Wen
Topics & keywords
Topics
Keywords
- Ramanujan's sum
- Equivariant map
- Permutation (music)
- Quantum
- Mathematics
- Pure mathematics
- Sequence (biology)
- Algebra over a field
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