ABSTRACT. We prove that many simply connected symplectic four-manifolds dissolve after connected sum with only one copy of For any finite group that acts freely on the three-sphere we con-struct closed smooth four-manifolds with fundamental group which do not admit metrics of positive scalar curvature, but whose universal covers do admit such metrics. 1
We construct new families of closed simply connected nonspin irreducible symplectic 4-manifolds with...
Under a reasonable vanishing hypothesis, Donaldson and Friedman proved that the connected sum of two...
In this paper we study the homotopy decomposition problem for closed connected 4@-manifolds with fre...
I plan to discuss two results related to 4-manifolds with boundary. The first, joint with Dave Auckl...
Let X be a 4-manifold with contact boundary. We prove that the monopole invariants of X introduced b...
We study the homotopy decomposition problem for closed connected 4-manifolds with free fundamental g...
We study the homotopy decomposition problem for closed connected 4-manifolds with free fundamental g...
In this paper we study the homotopy decomposition problem for closed connected 4@-manifolds with fre...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
In this talk, I will discuss some recent developments on the topology of closed manifolds admitting ...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
AbstractWe prove that for every natural number k there are simply connected topological four-manifol...
We make use of F-structures and technology developed by Paternain–Petean to compute minimal entropy,...
We make use of F-structures and technology developed by Paternain–Petean to compute minimal entropy,...
We construct new families of closed simply connected nonspin irreducible symplectic 4-manifolds with...
Under a reasonable vanishing hypothesis, Donaldson and Friedman proved that the connected sum of two...
In this paper we study the homotopy decomposition problem for closed connected 4@-manifolds with fre...
I plan to discuss two results related to 4-manifolds with boundary. The first, joint with Dave Auckl...
Let X be a 4-manifold with contact boundary. We prove that the monopole invariants of X introduced b...
We study the homotopy decomposition problem for closed connected 4-manifolds with free fundamental g...
We study the homotopy decomposition problem for closed connected 4-manifolds with free fundamental g...
In this paper we study the homotopy decomposition problem for closed connected 4@-manifolds with fre...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
In this talk, I will discuss some recent developments on the topology of closed manifolds admitting ...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
The purposes of this thesis is to understand spaces which carry metrics of positive scalar curvature...
AbstractWe prove that for every natural number k there are simply connected topological four-manifol...
We make use of F-structures and technology developed by Paternain–Petean to compute minimal entropy,...
We make use of F-structures and technology developed by Paternain–Petean to compute minimal entropy,...
We construct new families of closed simply connected nonspin irreducible symplectic 4-manifolds with...
Under a reasonable vanishing hypothesis, Donaldson and Friedman proved that the connected sum of two...
In this paper we study the homotopy decomposition problem for closed connected 4@-manifolds with fre...