If you are interested in working with me, as either a graduate student or postdoc, please get in touch via email. Multiple positions are available. Postdoctoral opportunities include: Perimeter Institute (due November 8). AARMS (due November 15). SCGCS (due December 5). Graduate student opportunities include: Dalhousie mathematics (due December 15). PSI program (due February 1).
I am a principal investigator for the Simons Collaboration on Global Categorical Symmetries.
My research focuses on "homotopical physics": the interplay between mathematical physics (particularly quantum field theory) and higher (aka categorical) algebra. Other buzzwords that describe my work: higher symmetries, topological field theory, phases of condensed matter, "moonshine" phenomena, perturbative quantization, categories, representation theory, and algebraic topology. For more details, see my Research Statement (PDF), read my publications, or watch my seminar presentations.
A lightning summary of my Curriculum Vitae (PDF): I received my PhD from UC Berkeley in 2013, under the supervision of Nicolai Reshetikhin; I served as an NSF postdoc and Boas Assistant Professor at Northwestern University from 2013–16 and then as a Senior Postdoctoral Fellow at the Perimeter Institute 2016–20; I joined the Dalhousie faculty in January, 2021, and I hold a joint appointment as an associate faculty member at the Perimeter Institute.
I am a signatory to the Commitment to gender equity at scholarly conferences: I will only accept invitations to conferences if the panel of speakers includes a diversity of genders. Students interested in asking me about feminism or queer life in mathematics are encouraged to contact me.