Nicholas Wilkins

works on

floer homology 1 geometric uniruledness 1 hamiltonian diffeomorphisms 1 periodic orbits 1 quantum steenrod operations 1 symplectic topology 1

From the 1 of 2 linked papers with an AI index.

collaborators

2 papers

math.SG2026

Quantum Steenrod powers and Hamiltonian maps

Shaoyun Bai, Egor Shelukhin, Nicholas Wilkins +1

The paper proves new results about periodic points of Hamiltonian diffeomorphisms on closed symplectic manifolds, linking properties like pseudo‑rotations and symplectically degene…

math.AT2024

The $Z / p$ -equivariant cohomology of genus zero Deligne-Mumford space with $1 + p$ marked points

Dain Kim, Nicholas Wilkins

We prove that the Serre spectral sequence of the fibration $M_{0, 1 + p} \to E Z / p \times_{Z / p} M_{0, 1 + p} \to B Z / p$ c…

Quantum Steenrod powers and Hamiltonian maps

The Z/p-equivariant cohomology of genus zero Deligne-Mumford space with 1+p marked points

The $Z / p$ -equivariant cohomology of genus zero Deligne-Mumford space with $1 + p$ marked points