Chromatic homotopy theory and the moduli stack of formal groupsÂ
A lengthy document covering foundational topics and theorems in chromatic homotopy from the algebro-geometric perspective. This was written to fulfill the second year "writing milestone" requirement for Ph.D. students at UW. -- View
European Autumn School in Topology -- Utrecht, Netherlands, September 2025
European Talbot -- Kolding, Denmark, July 2025
Western Algebraic Geometry Symposium -- UBC, Vancouver, Canada, April 2025
Joint Math Meetings -- Seattle, WA, January 2025
Life After the Telescope Conjecture -- SL Math, Berkeley, CA, December 2024
eCHT Kan Seminar -- eCHT, Online, Fall 2024
Joint Math Meetings -- Boston, MA, January 2023
"Adams: on the groups J(X) -- IV" -- eCHT Kan Seminar, Fall 2024
"Deformations of stable infinity categories" -- DUBTOP Seminar, Fall 2025
"Chromatic homotopy theory and the moduli of formal groups" -- Writing Milestone Seminar, Spring 2025
"Descent, derived descent, and the Adams spectral sequence" -- 1-2-3 Seminar, Spring 2025
"Sites and stacks" -- DUBTOP Seminar, Winter 2025
"The Hopf algebroid (MU., MU.MU) and formal groups" -- DUBTOP Seminar, Winter 2025
"Foundations of Goodwillie calculus, II" -- DUBTOP Seminar, Fall 2024
"Computing bordism rings with homotopy theory" -- Back to School Seminar, Fall 2024
"The Hopf invariant" -- Cohomology Operations, Spring 2024
"Construction of the Steenrod squares" -- Cohomology Operations, Spring 2024
"Introduction to Khovanov homology" -- Arxiv Seminar, Winter 2024