I am interested in stable homotopy theory. My research lies at the intersection of equivariant and chromatic stable homotopy theory. In particular, I have been working with the equivariant slice spectral sequence, and with the slices of certain equivariant analogues of Morava K-theory. I love both the theoretical and computational aspects of math, and I love when they inform and inspire each other. 

CU Boulder 

• "What even is a spectral sequence?" (Graduate Student Seminar) 

• "The Adams Spectral Sequence" (Topology Seminar)

• "The Yoneda Lemma" (Category Theory Seminar) 

Below is a selection of my teaching experience.

CU Boulder

Fall 2026 TA MATH 1150 Precalculus 

Fall 2025 Instructor MATH 2300 Calculus 2

Spring 2025 TA MATH 2400 Calculus 3 

Fall 2024 Instructor MATH 2300 Calculus 2

Summer 2024 Instructor MATH 2300 Calculus 2

Spring 2024 Instructor MATH 1300 Calculus 1

Fall 2023 Instructor MATH 1300 Calculus 1 

Spring 2023 TA MATH 2300 Calculus 2

Fall 2022 TA MATH 1300 Calculus 1

Coming soon. 

Here are some of the conferences I have attended or will attend. (*=invited speaker; **=organizer) 

• Nov. 2026: AMS Fall Western Sectional Meeting—Special Session on Computational Homotopy Theory (Tempe, AZ)

• Aug. 2026: IWOAT Summer School* on Stable Homotopy Theory and International Conference (Beijing, China)

• July 2026: Algebraic Structures in Topology (San Juan, Puerto Rico)

• May 2026: Midwest Topology Seminar (East Lansing, MI)

• Apr. 2026: Math For All Boulder** (Boulder, CO)

• Mar. 2026: FRG workshop on higher categories and geometry (Chicago, IL) 

• Oct. 2025: Equivariant, Motivic, and Physical Topology in the Midwest (Minneapolis, MN)

• Aug. 2025: AMS Fall Western Sectional Meeting—Special Session on Chromatic Homotopy Theory (Denver, CO)

Outside of math, I enjoy:

• playing music 

• learning languages 

• reading and writing.