Christian Carrick

About Me

I'm a fifth year graduate student at UCLA, interested in equivariant and chromatic homotopy theory. I am currently on the job market. My advisor is Mike Hill. Before UCLA, I was an undergraduate at Harvard.

CV

• CarrickCV

Papers

• Smashing Localizations in Equivariant Stable Homotopy, to appear in Journal of Homotopy and Related Structures, arxiv
• Cofreeness in Real Bordism Theory and the Segal Conjecture, to appear in Proceedings of the American Mathematical Society, arxiv

Expository Writing

• TC and TP of Perfectoid Rings
• An Elementary Proof of Quillen's Theorem for Complex Cobordism (My undergraduate thesis)
• Quillen's Elementary Proofs
• Segal's Classifying Spaces and Spectral Sequences

UCLA Juvitop Seminar

• Fall 2018: Adams Spectral Sequence
• Winter 2019: Structured Ring Spectra

UCLA Participating Seminar

• Winter 2020: Stacks and Chromatic Homotopy

Teaching

• Summer 2019: Math 32B with Enes Ozel
• Spring 2019: Math 31A with Nadja Hempel
• Spring 2019: Math 31B with Marco Marengon
• Winter 2019: Math 31B with Palina Salanevich
• Winter 2019: Math 31A: Differential and Integral Calculus, with Sorin Popa
• Winter 2019: Math 31B: Integration and Infinite Series, with Wenpin Tang
• Fall 2018: Math 31A: Differential and Integral Calculus, with Nadja Hempel
• Spring 2018: Math 32B: Calculus of Several Variables II, with Michael Andrews
• Winter 2018: Math 32A: Calculus of Several Variables I, with Yannis Angelopoulos
• Fall 2017: Math 1: Precalculus, with Paige Greene