activity
19982002
most citedCycles, submanifolds, and structures on normal bundles

16 citations · 23 across the 10 of their papers we have counts for

collaborators

10 papers

math.GT2002★ 1 cited

Immersed projective planes, Arf invariants and even 4-manifolds

Christian Bohr

In this paper, we exploit a subtle indeterminacy in the definition of the spherical Kervaire-Milnor invariant which was discovered by R. Stong to construct non-spin 4-manifolds wit…

math.GT2001

Embedded spheres and 4-manifolds with spin coverings

Christian Bohr

A strategy for constructing an embedded sphere in a 4-manifold realizing a given homology class which has been successfully applied in the past is to represent the class as a first…

math.GT2001

On the kinkiness of closed braids

Christian Bohr

In this note, we prove a lower bound for the positive kinkiness of a closed braid which we then use to derive an estimate for the positive kinkiness of a link in terms of its Seife…

math.GT2001★ 1 cited

Homology cobordism and classical knot invariants

Christian Bohr, Ronnie Lee

In this paper we define and investigate Z/2-homology cobordism invariants of Z/2-homology 3-spheres which turn out to be related to classical invariants of knots. As an application…

math.GT2000★ 3 cited

Stabilisation, bordism and embedded spheres in 4--manifolds

Christian Bohr

It is one of the most important facts in 4-dimensional topology that not every spherical homology class of a 4-manifold can be represented by an embedded sphere. In 1978, M. Freedm…

math.GT2000★ 16 cited

Cycles, submanifolds, and structures on normal bundles

C. Bohr, B. Hanke, D. Kotschick

We give explicit examples of degree 3 cohomology classes not Poincare dual to submanifolds, and discuss the realisability of homology classes by submanifolds with Spin-C normal bun…