Matthew T. Krauel, Ph.D.
Affiliations: | 2012 | Mathematics | University of California, Santa Cruz, Santa Cruz, CA, United States |
Area:
Mathematics, Theoretical Mathematics, Theory PhysicsGoogle:
"Matthew Krauel"Parents
Sign in to add mentor| Geoffrey Mason | grad student | 2012 | UC Santa Cruz | |
| (Vertex operator algebras and Jacobi forms.) | ||||
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Publications
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| Bringmann K, Krauel M, Tuite MP. (2020) Zhu reduction for Jacobi n-point functions and applications Transactions of the American Mathematical Society. 373: 3261-3293 |
| Krauel M, Marks C. (2018) Intertwining operators and vector-valued modular forms for minimal models Communications in Number Theory and Physics. 12: 657-686 |
| Krauel M. (2017) One-point theta functions for vertex operator algebras Journal of Algebra. 481: 250-272 |
| Krauel M, Mason G. (2015) Jacobi trace functions in the theory of vertex operator algebras Communications in Number Theory and Physics. 9: 273-305 |
| Krauel M, Miyamoto M. (2015) A modular invariance property of multivariable trace functions for regular vertex operator algebras Journal of Algebra. 444: 124-142 |
| Krauel M. (2014) A Jacobi theta series and its transformation laws International Journal of Number Theory. 10: 1343-1354 |
| Krauel M, Mason G. (2012) Vertex Operator Algebras And Weak Jacobi Forms International Journal of Mathematics. 23: 1250024 |