activity
20032013
most citedOn the bridge number of knot diagrams with minimal crossings

5 citations · 6 across the 6 of their papers we have counts for

collaborators

6 papers

math.GN2013

On the semi-threading of knot diagrams with minimal overpasses

Jae-Wook Chung, Seulgi Jeong, Dongseok Kim

Given a knot diagram , we construct a semi-threading circle for it which can be an axis of as a closed braid depending on knot diagrams. In particular, we consider semi-thre…

math.GT2009

The invariant of n-punctured ball tangles

Jae-Wook Chung

Based on the Kauffman bracket at , we defined an invariant for a special type of -punctured ball tangles. The invariant takes values in the set $PM_{2\times2^…

math.AT2006★ 1 cited

Torsion of Quasi-Isomorphisms

Jae-Wook Chung, Xiao-Song Lin

In this paper, we introduce the notion of Reidemeister torsion for quasi-isomorphisms of based chain complexes over a field. We call a chain map a quasi-isomorphism if its induced…

math.GT2005

The Algebraic Structure of n-Punctured Ball Tangles

Jae-Wook Chung

We consider a class of topological objects in the 3-sphere which will be called -punctured ball tangles. Using the Kauffman bracket at , an invariant for a sp…

math.GT2005

On n-punctured ball tangles

Jae-Wook Chung, Xiao-Song Lin

We consider a class of topological objects in the 3-sphere which will be called {\it -punctured ball tangles}. Using the Kauffman bracket at , an invariant for…

math.GT2003★ 5 cited

On the bridge number of knot diagrams with minimal crossings

Jae-Wook Chung, Xiao-Song Lin

Given a diagram of a knot , we consider the number of crossings and the number of overpasses of . We show that, if is a diagram of a nontrivial knot …