Michael Hopkins

Michael Hopkins is a mathematician at Harvard University.

Hopkins is a world leading researcher in algebraic topology and (stable-)homotopy theory.

Among his notable achievements are his work on the Ravenel conjectures?, the introduction and discussion of the generalized cohomology theory tmf and its string orientation, a formalization and construction of differential cohomology, the proof of the Kervaire invariant problem. More recently via Jacob Lurie‘s work on the cobordism hypothesis Hopkins participates in work related to the foundations of quantum field theory.

some writings

(huge number should go here, but for the moment there is the following)

category: people

Last revised on March 11, 2014 at 01:59:48. See the history of this page for a list of all contributions to it.