Add to ORKGAbstract. We study fundamental groups of Kähler manifolds via their cuts or relative ends
In this paper, we create a new type of fundamental group called the neutrosophic fundamental group. ...
Carlson and Toledo conjectured that if an infinite group Γ is the fundamental group of a compact Käh...
In this paper we define and develop the theory of the cohomology of a profinite group relative to a ...
The aim of this note is to report on some recent progress in the problem of characterizing fundament...
A compact Kahler manifold X is shown to be simply connected if its 'symmetric cotangent algebra' is ...
be an exact sequence of finitely presented groups, where Q is infinite and not virtually cyclic, and...
AbstractSome calculations are made of the group SKn (X) of closed oriented singular n -manifolds in ...
It studies the fundamental group of complex algebraic varieties, in its Betti, Hodge and de Rham rea...
Abstract. We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such tha...
The present thesis adds two bits to the knowledge about fundamental groups of (quasi) compact Kähler...
In this paper, the induced sequence of folding and unfolding on the fundamental group will be obtain...
The fundamental groups of complex algebraic and compact Kahler va rieties have been found to form a ...
Abstract We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such that...
Abstract. We show that in the fundamental groups of closed manifolds with-out conjugate points centr...
Recent work of Jonathan Campbell and Inna Zakharevich has focused on building machinery for studying...
In this paper, we create a new type of fundamental group called the neutrosophic fundamental group. ...
Carlson and Toledo conjectured that if an infinite group Γ is the fundamental group of a compact Käh...
In this paper we define and develop the theory of the cohomology of a profinite group relative to a ...
The aim of this note is to report on some recent progress in the problem of characterizing fundament...
A compact Kahler manifold X is shown to be simply connected if its 'symmetric cotangent algebra' is ...
be an exact sequence of finitely presented groups, where Q is infinite and not virtually cyclic, and...
AbstractSome calculations are made of the group SKn (X) of closed oriented singular n -manifolds in ...
It studies the fundamental group of complex algebraic varieties, in its Betti, Hodge and de Rham rea...
Abstract. We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such tha...
The present thesis adds two bits to the knowledge about fundamental groups of (quasi) compact Kähler...
In this paper, the induced sequence of folding and unfolding on the fundamental group will be obtain...
The fundamental groups of complex algebraic and compact Kahler va rieties have been found to form a ...
Abstract We consider actions of reductive complex Lie groups G = KC on Kähler manifolds X such that...
Abstract. We show that in the fundamental groups of closed manifolds with-out conjugate points centr...
Recent work of Jonathan Campbell and Inna Zakharevich has focused on building machinery for studying...
In this paper, we create a new type of fundamental group called the neutrosophic fundamental group. ...
Carlson and Toledo conjectured that if an infinite group Γ is the fundamental group of a compact Käh...
In this paper we define and develop the theory of the cohomology of a profinite group relative to a ...