Ruberman gave the first examples of self-diffeomorphisms of fourmanifolds that are isotopic to the identity in the topological category but not smoothly so. We give another example of this phenomenon, using the Dehn twist along a 3-sphere in the connected sum of two K3 surfaces
There are two kinds of homeomorphisms of an annulus that appear as local monodromies of degeneration...
Using 1-twist rim surgery, we construct infinitely many smoothly embedded, orientable surfaces in th...
The first aim of this paper is to give four types of examples of surface bundles over surfaces with ...
Kronheimer-Mrowka recently proved that the Dehn twist along a 3-sphere in the neck of $K3\#K3$ is no...
Kronheimer-Mrowka recently proved that the Dehn twist along a 3-sphere in the neck of $K3\#K3$ is no...
A homeomorphism of a 3–manifold M is said to be Dehn twists on the boundary when its restriction to ...
We prove that, for a closed oriented smooth spin 4-manifold $X$ with non-zero signature, the Dehn tw...
1We prove that there exists a universal surface in B^4, analogous to universal knots and links in S^...
We study Dehn twists along Lagrangian submanifolds that are nite free quotients of spheres. We desc...
Any orientation preserving self diffeomorphism of S 1 × S 2 is either isotopic to identity or to the...
© 2020, Mathematical Sciences Publishers. We study surfaces embedded in 4–manifolds. We give a compl...
Funder: University of CambridgeAbstract: We study Dehn twists along Lagrangian submanifolds that are...
36 pagesThe generalized Dehn twist along a closed curve in an oriented surface is an algebraic const...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
There are two kinds of homeomorphisms of an annulus that appear as local monodromies of degeneration...
Using 1-twist rim surgery, we construct infinitely many smoothly embedded, orientable surfaces in th...
The first aim of this paper is to give four types of examples of surface bundles over surfaces with ...
Kronheimer-Mrowka recently proved that the Dehn twist along a 3-sphere in the neck of $K3\#K3$ is no...
Kronheimer-Mrowka recently proved that the Dehn twist along a 3-sphere in the neck of $K3\#K3$ is no...
A homeomorphism of a 3–manifold M is said to be Dehn twists on the boundary when its restriction to ...
We prove that, for a closed oriented smooth spin 4-manifold $X$ with non-zero signature, the Dehn tw...
1We prove that there exists a universal surface in B^4, analogous to universal knots and links in S^...
We study Dehn twists along Lagrangian submanifolds that are nite free quotients of spheres. We desc...
Any orientation preserving self diffeomorphism of S 1 × S 2 is either isotopic to identity or to the...
© 2020, Mathematical Sciences Publishers. We study surfaces embedded in 4–manifolds. We give a compl...
Funder: University of CambridgeAbstract: We study Dehn twists along Lagrangian submanifolds that are...
36 pagesThe generalized Dehn twist along a closed curve in an oriented surface is an algebraic const...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
There are two kinds of homeomorphisms of an annulus that appear as local monodromies of degeneration...
Using 1-twist rim surgery, we construct infinitely many smoothly embedded, orientable surfaces in th...
The first aim of this paper is to give four types of examples of surface bundles over surfaces with ...
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