Photo by Rachael Boyd
Welcome! My name is Jens Reinhold and I am a mathematician. I hold a PhD from Stanford University, where I wrote my thesis under the guidance of Søren Galatius. I graduated in June 2019.
I am interested in algebraic and geometric topology, especially in moduli spaces, fiber bundles, and applications of homotopy theory to geometry, with a special focus on the topology of manifolds.
To contact me, send an email to firstname.lastname@example.org where you replace x and y by my given name and family name, respectively.
Contributed to the appendix of: Sphericity of κ-classes and positive curvature via block bundles
Some rational homology computations for diffeomorphisms of odd-dimensional manifolds
Simplicial volume and essentiality of manifolds fibered over spheres
Parametrised moduli spaces of surfaces as infinite loop spaces
Bundles with non-multiplicative Â-genus and spaces of metrics with lower curvature bounds
Characteristic numbers of manifold bundles over surfaces with highly connected fibers
Tautological classes and smooth bundles over BSU(2)
Linear and quadratic ranges in representation stability