Index Catalog // Emory Theses and Dissertations

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A Connection between K3 Surfaces and the Conway Moonshine Module

About this Honors Thesis
Student Name:	Zhang, Qiyu
Date Uploaded:	04/14/2020
Research Field:	Mathematics
Department:	Mathematics

Modular forms and harmonic Maass forms: applications to class numbers and partitions

About this Dissertation
Student Name:	Beckwith, Olivia
Date Uploaded:	07/01/2018
Research Field:	Mathematics
Department:	Mathematics

Modular Linear Differential Equations and Delign's Exceptional Series

About this Master's Thesis
Student Name:	Dicks, Robert
Date Uploaded:	04/20/2018
Research Field:	Mathematics
Department:	Mathematics

Eulerian series, zeta functions and the arithmetic of partitions

About this Dissertation
Student Name:	Schneider, Robert
Date Uploaded:	04/10/2018
Research Field:	Mathematics
Department:	Mathematics

The Quantum McKay Correspondence: Classifying "Finite Subgroups" of a Quantum Group with Graphs

About this Master's Thesis
Student Name:	Vienhage, Paul
Date Uploaded:	04/10/2018
Research Field:	Mathematics
Department:	Mathematics

Connections between Umbral and Classical Moonshine

About this Dissertation
Student Name:	Trebat-Leder, Sarah
Date Uploaded:	04/03/2018
Research Field:	Mathematics
Department:	Mathematics

Topics in Tropical and Analytic Geometry

About this Dissertation
Student Name:	Morrissey, Charles
Date Uploaded:	01/16/2018
Research Field:	Mathematics
Department:	Mathematics