AbstractA product formula for Seiberg–Witten invariants is proved in the case when the 4-manifold under examination is split along the Seifert fibered homology sphere Σ(2,3,11). As an application of the formula homotopy K3 surfaces not containing any of the nuclei N(2)p,q are constructed. As another application we study embeddings of Σ(2,3,11) into homotopy K3 surfaces
We propose a way of computing 4-manifold invariants, old and new, as chiral correlation functions i...
Let $X$ be a complex $K3$ surface, ${\rm Diff}(X)$ the group of diffeomorphisms of $X$ and ${\rm Dif...
Seiberg-Witten theory has been an important tool in studying a class of 4-manifolds. Moreover, the S...
AbstractA product formula for Seiberg–Witten invariants is proved in the case when the 4-manifold un...
The main results of this paper describes a formula for the Seiberg-Witten invariant of a 4-manifold ...
AbstractWe give a reciprocity formula for w-invariants for homology 3-spheres defined by Fukumoto an...
Some aspects of the construction of SW Floer homology for manifolds with non-trivial rational homolo...
Some aspects of the construction of SW Floer homology for manifolds with non-trivial rational homolo...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
AbstractWe introduce a relative version, μ̄′ , of the μ̄ -invariant of Neumann and Siebenmann for gr...
AbstractWe exhibit integral-homology 4-spheres with isomorphic π1 and π2 (as π1-modules), but with d...
AbstractLet Σ be a Seifert fibered homology sphere and τ the complex conjugation involution on Σ vie...
We propose a way of computing 4-manifold invariants, old and new, as chiral correlation functions i...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
AbstractWe prove Witten's formula relating the Donaldson and Seiberg–Witten series modulo powers of ...
We propose a way of computing 4-manifold invariants, old and new, as chiral correlation functions i...
Let $X$ be a complex $K3$ surface, ${\rm Diff}(X)$ the group of diffeomorphisms of $X$ and ${\rm Dif...
Seiberg-Witten theory has been an important tool in studying a class of 4-manifolds. Moreover, the S...
AbstractA product formula for Seiberg–Witten invariants is proved in the case when the 4-manifold un...
The main results of this paper describes a formula for the Seiberg-Witten invariant of a 4-manifold ...
AbstractWe give a reciprocity formula for w-invariants for homology 3-spheres defined by Fukumoto an...
Some aspects of the construction of SW Floer homology for manifolds with non-trivial rational homolo...
Some aspects of the construction of SW Floer homology for manifolds with non-trivial rational homolo...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
AbstractWe introduce a relative version, μ̄′ , of the μ̄ -invariant of Neumann and Siebenmann for gr...
AbstractWe exhibit integral-homology 4-spheres with isomorphic π1 and π2 (as π1-modules), but with d...
AbstractLet Σ be a Seifert fibered homology sphere and τ the complex conjugation involution on Σ vie...
We propose a way of computing 4-manifold invariants, old and new, as chiral correlation functions i...
AbstractThis article presents several new constructions of infinite families of smooth 4-manifolds w...
AbstractWe prove Witten's formula relating the Donaldson and Seiberg–Witten series modulo powers of ...
We propose a way of computing 4-manifold invariants, old and new, as chiral correlation functions i...
Let $X$ be a complex $K3$ surface, ${\rm Diff}(X)$ the group of diffeomorphisms of $X$ and ${\rm Dif...
Seiberg-Witten theory has been an important tool in studying a class of 4-manifolds. Moreover, the S...
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