Michael Albanese


Office: 3-104, Mathematics —— —— Email: michael.albanese[at]stonybrook.edu

My thesis focuses on Yamabe invariants of non-Kähler surfaces, in particular Inoue surfaces.

In Spring 2018, I gave a short presentation about my work.

Papers

with Aleksandar Milivojevic, 2019. On the minimal sum of Betti numbers of an almost complex manifold. Differential Geometry and its Applications, 62, pp.101-108. Journal version, arXiv version.

with Aleksandar Milivojevic, 2019. Connected sums of almost complex manifolds, products of rational homology spheres, and the twisted spinc Dirac operator. arXiv version.