Teaching

• Fall 2017, Instructor: Graduate Algebra I , Georgia Tech.
• Fall 2017, Instructor: Foundations of Mathematical Proof , Georgia Tech.
• Hilary 2017, Instructor: Advanced Calculus, Trinity College Dublin.
• Michaelmas 2016, Instructor: Linear Algebra I, Trinity College Dublin.
• Spring 2016, Instructor: Concepts of Discrete Mathematics (intro to proofs, number theory, and groups), The Pennsylvania State University
• Fall 2015, Instructor: Calculus 1 (two sections), The Pennsylvania State University.
• Spring 2015, Creator and Instructor: Cologne Young Researchers in Number Theory Program 2015
• Spring 2015, Co-Organizer for Seminar: Modulformen (Modular Forms), University of Cologne
• Spring 2015, Co-Organizer for Pro-Seminar: Erzeugende Funktionen (Generating Functions), University of Cologne
• Winter 2014, Co-Organizer for Seminar: L-Funktionen (L-Functions), University of Cologne
• Winter 2014, Instructor: Elliptic Functions and Related Objects, University of Cologne
• Summer 2014, Co-Organizer for Seminar: Asymptotische Entwicklungen von Modulformen (Asymptotic Expansions of Modular Forms), University of Cologne
• Summer 2014, Co-Organizer for Pro-Seminar: Partitionen (Partitions), University of Cologne
• Winter 2013, Co-Organizer for Seminar: Elliptische Kurven (Elliptic Curves), University of Cologne
• Summer 2013, Instructor: National Science Foundation Research Experience for Undergraduates in Number Theory at Emory University
• Spring 2013, Instructor: Calculus 1, Emory University
• Fall 2012, Instructor: Calculus 1, Emory University

Advising

The following projects were advised in the Hamilton Trust Summer Internship Programme 2017 at Trinity College Dublin.

1. Taillte May
2. Conall McCabe
3. Ronan O'Gorman

The following projects were advised in my Cologne Young Researchers in Number Theory Program 2015.

1. Alexandru Ciolan and Robert Neiss, On the convergence of the Rogers-Ramanujan continued fraction and its generalization, Research in Number Theory, (2015) 1:15.
2. Minjoo Jang and Steffan Löbrich, Radial Limits of the Universal Mock Theta Function $g_3$, Proceedings of the American Mathematical Society, accepted for publication.
3. Joschka Braun, Johannes Buck, and Johannes Girsch, Class invariants for non-holomorphic modular functions arising from modular forms of negative weight, Research in Number Theory, (2015) 1:21.

Co-Advised with Professor Bringmann

Other students advised:

1. Yeong-Wook Kwon (Ph.D. student at Sungkyunkwan University)