Spin^c structures on manifolds and their geometric applications II

This mini-course aims to make use of Spin^c geometry to study special hypersurfaces. For this,  we begin by selecting basic facts about  Spin^c structures and the Dirac operator on Riemannian  manifolds and their hypersurfaces. We end by giving a generalized Lawson correspondence for constant mean curvature surfaces in 3-dimensional Thurston geometries