Michael Wiemeler

Torus manifolds and non-negative curvature

A torus manifold

Torus orbifolds, slice-maximal torus actions and rational ellipticity

M

Dirac operators and symmetries of quasitoric manifolds

is a

COMPLETE INTERSECTIONS WITH S 1 -ACTION

2n

A note on torus actions and the Witten genus

-dimensional orientable manifold with an effective action of an

Equivariantly homeomorphic quasitoric manifolds are diffeomorphic

n

Moduli spaces of invariant metrics of positive scalar curvature on quasitoric manifolds

-dimensional torus such that

NON-ABELIAN SYMMETRIES OF QUASITORIC MANIFOLDS

M^T\neq \emptyset

Torus manifolds with non-abelian symmetries

. In this paper we discuss the classification of torus manifolds which admit an invariant metric of non-negative curvature. If

Circle actions and scalar curvature

M