Kirill Magidson

3rd year of study
Approved topic of thesis: Hochshild calculus in positive characteristic
Academic Supervisor: Brav, Christopher I.

for a degree of Candidate of Science

Christopher Brav

Preprint Kaledin D., Konovalov A., Magidson K. Spectral algebras and non-commutative Hodge-to-de Rham degeneration / Cornell University. Series arxive "math". 2019.
Article Kaledin D., Konovalov A., Magidson K. Спектральные алгебры и вырождение некоммутативной спектральной последовательности Ходжа–де Рама // Proceedings of the Steklov Institute of Mathematics. 2019. Vol. 307. P. 63-77. doi

Research grant “Homological foundations of Noncommutative algebraic geometry” supervised by D.Kaledin

Course “Complex analysis”, Spring semester 2017

Course “Lie groups and Lie algebras”, Fall semester 2017

Course “Introduction to category theory and homological algebra”, Fall semester 2018