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Kawauchi, Akio - Faculty of Science, Osaka City University
A tabulation of 3-manifolds via Dehn surgery Akio Kawauchi
CHARACTERISTIC GENERA OF CLOSED ORIENTABLE 3-MANIFOLDS
Amphicheirality of links and Alexander invariants Teruhisa KADOKAMI and Akio KAWAUCHI
Progress of Theoretical Physics Supplement 1 On transforming a spatial graph into a plane graph
TOPOLOGY OF SPATIAL GRAPHS AKIO KAWAUCHI
Enumerating 3-manifolds with lengths up to 9 by a canonical order
Chaper: A model for mind relations -An application of knot theory to psychology
On alternation numbers of links Akio Kawauchi 1
ENUMERATING THE PRIME KNOTS AND LINKS BY A CANONICAL ORDER
Rational-slice knots via strongly negative-amphicheiral knots Akio Kawauchi
1.1(), (), 8 () 1.2: (() 8 ()
On a complexity of a spatial graph (revised version)
ENUMERATING HOMOLOGY SPHERES WITH LENGTHS UP TO 10 BY A CANONICAL ORDER
LINK CORRESPONDING TO CLOSED 3-MANIFOLD Akio KAWAUCHI
1. What Is Knot Theory? Why Is It In Mathematics? In this chapter, we briefly explain some elementary foundations of knot theory. In 1.1,
On the Alexander polynomials of knots with Gordian distance one
Topology of prion proteins Akio KAWAUCHI and Kayo YOSHIDA
QUANTIZATION OF THE CROSSING NUMBER OF A KNOT AKIO KAWAUCHI AND AYAKA SHIMIZU
The Alexander polynomials of immersed concordant links Akio Kawauchi
