We illustrate the rich landscape of 4-manifold topology through the lens of counterexamples. We consider several of the most commonly studied equivalence relations on 4-manifolds and how they are related to one another. We explain implications e.g. that ℎ h-cobordant manifolds are stably homeomorphic, and we provide examples illustrating the failure of other potential implications. The information is conveniently organised in a flowchart and a table
We show that only finitely many links in a closed 3-manifold share the same complement, up to twists...
Abstracth-cobordisms between simply connected 4-manifolds are studied. It is shown that most inertia...
We define an integer invariant [Formula: see text] of a smooth, compact, closed 4-manifold X by mini...
We illustrate the rich landscape of 4-manifold topology through the lens of counterexamples. We cons...
We illustrate the rich landscape of 4-manifold topology through the lens of counterexamples. We cons...
In the theory of manifold topology, dimension four stand s alone. While a unified theory applies to ...
In the theory of manifold topology, dimension four stand s alone. While a unified theory applies to ...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
The disc embedding theorem provides a detailed proof of the eponymous theorem in 4-manifold topology...
Based on Fields medal winning work of Michael Freedman, this book explores the disc embedding theore...
Within geometric topology of 3-manifolds (with or withoutboundary), a representation theory exists, ...
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...
AbstractThe stable theory (which allows connected sums with S2×S2) is unified and extended using cur...
We show that only finitely many links in a closed 3-manifold share the same complement, up to twists...
Abstracth-cobordisms between simply connected 4-manifolds are studied. It is shown that most inertia...
We define an integer invariant [Formula: see text] of a smooth, compact, closed 4-manifold X by mini...
We illustrate the rich landscape of 4-manifold topology through the lens of counterexamples. We cons...
We illustrate the rich landscape of 4-manifold topology through the lens of counterexamples. We cons...
In the theory of manifold topology, dimension four stand s alone. While a unified theory applies to ...
In the theory of manifold topology, dimension four stand s alone. While a unified theory applies to ...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
The disc embedding theorem provides a detailed proof of the eponymous theorem in 4-manifold topology...
Based on Fields medal winning work of Michael Freedman, this book explores the disc embedding theore...
Within geometric topology of 3-manifolds (with or withoutboundary), a representation theory exists, ...
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...
AbstractThe stable theory (which allows connected sums with S2×S2) is unified and extended using cur...
We show that only finitely many links in a closed 3-manifold share the same complement, up to twists...
Abstracth-cobordisms between simply connected 4-manifolds are studied. It is shown that most inertia...
We define an integer invariant [Formula: see text] of a smooth, compact, closed 4-manifold X by mini...