Elliptic modular forms and their applications.
By Don Zagier. 2008
406 citations recorded by the source corpus.
Subfields: Algebra and Number Theory, Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/a8850e4309b86d70fdcfd2158311c11202a569c1
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Algebra and Number Theory
- Falko Dulat
- Claude Duhr
- Johannes Broedel
- L. Tancredi
- B. Penante
- Abhinav Kumar
- Stephen D. Miller
- Henry Cohn
In Geometry and Topology
- Falko Dulat
- Johannes Broedel
- L. Tancredi
- B. Penante
- Claude Duhr
- Abhinav Kumar
- Stephen D. Miller
- Henry Cohn
In Mathematical Physics
- B. Penante
- L. Tancredi
- Claude Duhr
- Abhinav Kumar
- Stephen D. Miller
- Henry Cohn
- Maryna S. Viazovska
- Falko Dulat
Citations in the corpus
- Partitions, quasimodular forms, and the Bloch–Okounkov theorem (2015, neutral): “3 of [10].”
- Elliptic symbol calculus: from elliptic polylogarithms to iterated integrals of Eisenstein series (2018, background): “[84]) that these are essentially the only quasi-modular forms.”
- The sphere packing problem in dimension 24 (2016, methodology): “Throughout the paper, we will make free use of the standard definitions and notation for modular forms from [12], [13].”
- The sphere packing problem in dimension 8The sphere packing problem in dimension 8 (2016, background): “For a comprehensive introduction to the theory of modular forms we refer the reader to [20] and [9].”
- Elliptic genera, real algebraic varieties and quasi-Jacobi forms (2009, methodology): “Z/, has many interesting properties [57].”
- Fourier interpolation on the real line (2017, background): “For a motivated general introduction to the theory of modular forms, see [21].”
- p-adic Rankin L-series and rational points on CM elliptic curves (2012, neutral): “2 of [Zagier 2008]).”