My general research is in algebraic topology. I am particularly interested in stable homotopy theory and its interplay with higher category theory.  My research focuses on the study of the homotopy theory of spectra with additional structures.

My Research

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Publications & Preprints

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The Coalgebraic Enrichment of Algebras in Higher CategoriesJournal of Pure and Applied Algebra 226 (2022), no. 3.

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Coalgebras in the Dwyer-Kan Localization of a Model Category, (to appear in the Proceedings of AMS).

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Koszul Duality in Higher Topoi, with Jonathan Beardsley, (to appear in Homology, Homotopy and Applications).

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Coalgebras in symmetric monoidal categories of spectra, with Brooke ShipleyHomology, Homotopy and Applications 21 (2019), no.1, 1-18.

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MIT

Previous Projects

Cofiber Sequences of Thom Spectra over B(ℤ/2)^n, Master thesis advised by Haynes Miller (Fall 2014).

EPFL

Group Cohomology, EPFL Master project supervised by Jacques Thévenaz (Spring 2014).

An Introduction to Stable Homotopy Theory, EPFL Master project supervised by Kathryn Hess (Fall 2013).

The Serre Spectral Sequence (using Dress' construction), EPFL Bachelor project supervised by Kathryn Hess (Spring 2013).

Fiber Bundles in Homotopy Theory (in French), EPFL Bachelor project supervised by Kathryn Hess (Fall 2012).