Michael Lipnowski

collaborators

2 papers

math.GT2026

Coexact $1$ -form spectral gaps of hyperbolic rational homology spheres

Francesco Lin, Michael Lipnowski

We discuss a construction of families of hyperbolic rational homology spheres with coexact $1$ -form spectral gap uniformly bounded below which is well-suited for explicit computati…

math.GT2025

Dirac spectral flow and Floer theory of hyperbolic three-manifolds

Francesco Lin, Michael Lipnowski

We study the interplay between hyperbolic geometry and monopole Floer homology for a closed oriented three-manifold $Y$ with $b_{1} = 1$ equipped with a torsion spin $^{c}$ structure $\ma…

Coexact 1-form spectral gaps of hyperbolic rational homology spheres

Dirac spectral flow and Floer theory of hyperbolic three-manifolds

Coexact $1$ -form spectral gaps of hyperbolic rational homology spheres