AbstractIn this article, we construct infinitely many simply connected, nonsymplectic and pairwise nondiffeomorphic 4-manifolds starting from the elliptic surfaces E(n) and applying the sequence of knot surgery, ordinary blowups and rational blowdown. We also compute the Seiberg–Witten invariants of these manifolds
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
AbstractIn this article we continue to investigate exotic smooth structures of 4-manifolds studied i...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
Abstract. In this article, we show that, at least for non-simply connected case, there exist an infi...
AbstractIn this article we continue to investigate exotic smooth structures of 4-manifolds studied i...
Abstract This article presents several new constructions of inÿnite families of smooth 4-manifolds w...
The invariants of Donaldson and of Seiberg and Witten are powerful tools for studying smooth 4-manif...
We prove that the rational blowdown, a surgery on smooth 4-manifolds introduced by Fintushel and Ste...
We will present new constructions of small exotic symplectic 4-manifolds via rational blow-down surg...
Despite spectacular advances in defining invariants for simply-connected smooth and symplectic 4-dim...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
The purpose of this article is twofold. First we outline a general construction scheme for producing...
Symplectic topology has been behind many advances in the study of the smooth topology of 4-manifolds...
Symplectic topology has been behind many advances in the study of the smooth topology of 4-manifolds...
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
AbstractIn this article we continue to investigate exotic smooth structures of 4-manifolds studied i...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
Abstract. In this article, we show that, at least for non-simply connected case, there exist an infi...
AbstractIn this article we continue to investigate exotic smooth structures of 4-manifolds studied i...
Abstract This article presents several new constructions of inÿnite families of smooth 4-manifolds w...
The invariants of Donaldson and of Seiberg and Witten are powerful tools for studying smooth 4-manif...
We prove that the rational blowdown, a surgery on smooth 4-manifolds introduced by Fintushel and Ste...
We will present new constructions of small exotic symplectic 4-manifolds via rational blow-down surg...
Despite spectacular advances in defining invariants for simply-connected smooth and symplectic 4-dim...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
The purpose of this article is twofold. First we outline a general construction scheme for producing...
Symplectic topology has been behind many advances in the study of the smooth topology of 4-manifolds...
Symplectic topology has been behind many advances in the study of the smooth topology of 4-manifolds...
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
In this paper, we investigate existence of inequivalent smooth structures on closed smooth nonorient...
AbstractIn this article we continue to investigate exotic smooth structures of 4-manifolds studied i...
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