Add to ORKGA compact Kahler manifold X is shown to be simply connected if its 'symmetric cotangent algebra' is trivial. Conjecturally, such a manifold should even be rationally connected. The relative version is also shown: a proper surjective connected holomorphic map f : X -> S between connected manifolds induces an isomorphism of fundamental groups if its smooth fibres are as above, and if X is Kahler
Simply connected compact Kahler manifolds of dimension up to three with elliptic homotopy type are c...
Let S be a compact oriented finite dimensional manifold and M a finite dimensional Riemannian manifo...
The notion of p-compact group [10] is a homotopy theoretic version of the geometric or analytic noti...
Dedicated to Adriano Barlotti on the occasion of his 80th birthday Abstract. We formulate a new theo...
The aim of this note is to report on some recent progress in the problem of characterizing fundament...
The fundamental groups of complex algebraic and compact Kahler va rieties have been found to form a ...
The present thesis adds two bits to the knowledge about fundamental groups of (quasi) compact Kähler...
It studies the fundamental group of complex algebraic varieties, in its Betti, Hodge and de Rham rea...
Abstract. We study fundamental groups of Kähler manifolds via their cuts or relative ends
be an exact sequence of finitely presented groups, where Q is infinite and not virtually cyclic, and...
The most general picture for the Hirzebruch formula for oriented smooth man-ifolds can be represente...
Let G be a Kahler group admitting a short exact sequence 1 -> N -> G -> Q -> 1 where N is finitely g...
Abstract. We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such tha...
Let G be a Kahler group admitting a short exact sequence 1 -> N -> G -> Q -> 1 where N is finitely g...
An argument of A. Borel [Bor-61, Proposition 3.1] shows that every compact connected Lie group is ho...
Simply connected compact Kahler manifolds of dimension up to three with elliptic homotopy type are c...
Let S be a compact oriented finite dimensional manifold and M a finite dimensional Riemannian manifo...
The notion of p-compact group [10] is a homotopy theoretic version of the geometric or analytic noti...
Dedicated to Adriano Barlotti on the occasion of his 80th birthday Abstract. We formulate a new theo...
The aim of this note is to report on some recent progress in the problem of characterizing fundament...
The fundamental groups of complex algebraic and compact Kahler va rieties have been found to form a ...
The present thesis adds two bits to the knowledge about fundamental groups of (quasi) compact Kähler...
It studies the fundamental group of complex algebraic varieties, in its Betti, Hodge and de Rham rea...
Abstract. We study fundamental groups of Kähler manifolds via their cuts or relative ends
be an exact sequence of finitely presented groups, where Q is infinite and not virtually cyclic, and...
The most general picture for the Hirzebruch formula for oriented smooth man-ifolds can be represente...
Let G be a Kahler group admitting a short exact sequence 1 -> N -> G -> Q -> 1 where N is finitely g...
Abstract. We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such tha...
Let G be a Kahler group admitting a short exact sequence 1 -> N -> G -> Q -> 1 where N is finitely g...
An argument of A. Borel [Bor-61, Proposition 3.1] shows that every compact connected Lie group is ho...
Simply connected compact Kahler manifolds of dimension up to three with elliptic homotopy type are c...
Let S be a compact oriented finite dimensional manifold and M a finite dimensional Riemannian manifo...
The notion of p-compact group [10] is a homotopy theoretic version of the geometric or analytic noti...