Journal of Knot Theory and Its Ramifications
Overview
Journal of Knot Theory and Its Ramifications is a scientific journal, published by World Scientific since 1992 in English. The journal's country of origin is Singapore.
Details
Details
Abbr.
J Knot Theory Ramif
Publisher
World Scientific
Start
1992
End
Continuing
Frequency
Monthly, 2008-
p-ISSN
0218-2165
e-ISSN
1793-6527
Country
Singapore
Language
English
Metrics
Metrics
h-index / Ranks: 9030
38
SJR / Ranks: 10102
418
CiteScore / Ranks: 13651
0.70
JIF / Ranks: 7413
0.5
Recent Articles
1.
Clark W, Dunning L, Saito M
J Knot Theory Ramif
. 2021 Apr;
26(7).
PMID: 33828352
We explore a knot invariant derived from colorings of corresponding 1-tangles with arbitrary connected quandles. When the quandle is an abelian extension of a certain type the invariant is equivalent...
2.
Clark W, Saito M
J Knot Theory Ramif
. 2021 Apr;
25(14).
PMID: 33828351
Quandle 2-cocycles define invariants of classical and virtual knots, and extensions of quandles. We show that the quandle 2-cocycle invariant with respect to a non-trivial 2-cocycle is constant, or takes...
3.
Clark W, Saito M, Vendramin L
J Knot Theory Ramif
. 2016 Jun;
25(5).
PMID: 27346904
Quandle colorings and cocycle invariants are studied for composite knots, and applied to chirality and abelian extensions. The square and granny knots, for example, can be distinguished by quandle colorings,...
4.
Clark W, Elhamdadi M, Saito M, Yeatman T
J Knot Theory Ramif
. 2015 Oct;
23(6).
PMID: 26491208
We present a set of 26 finite quandles that distinguish (up to reversal and mirror image) by number of colorings, all of the 2977 prime oriented knots with up to...
5.
Burns J, Jonoska N, Saito M
J Knot Theory Ramif
. 2015 Oct;
24(4).
PMID: 26478650
A chord diagram consists of a circle, called the backbone, with line segments, called chords, whose endpoints are attached to distinct points on the circle. The genus of a chord...