- chiral, invertible,
positively amphicheiral noninvertible,
negatively amphicheiral noninvertible, and
fully amphicheiral invertible. The
possible chirality...
-
Chirality (/kaɪˈrælɪti/) is a
property of
asymmetry important in
several branches of science. The word
chirality is
derived from the Gr**** χείρ (kheir)...
-
positive amphicheiral. This is a
fairly rare property: only
seven prime knots with
twelve or
fewer crossings are
strongly positive amphicheiral (1099, 10123...
- was
given in 2017 by
Joshua Greene. A
second conjecture of Tait: An
amphicheiral (or acheiral)
alternating link has zero writhe. This
conjecture was also...
- t^{-1}} for t {\displaystyle t} in V ( K ) {\displaystyle V(K)} . Thus, an
amphicheiral knot, a knot
equivalent to its
mirror image, has
palindromic entries...
- {\displaystyle d} and the
factor knot is a
ribbon knot.
Strongly positive amphicheirality: If p {\displaystyle p} and q {\displaystyle q} have
different parity...
-
elements of
order 2: The figure-eight knot 4 1 {\displaystyle 4_{1}} is
amphicheiral and invertible, and
therefore we have 4 1 = − 4 1 {\displaystyle 4_{1}=-4_{1}}...
- it is not
equivalent to its
mirror image,
otherwise it is
achiral (or
amphicheiral).
Prior to Haseman's investigations, the
Scottish mathematician and physicist...
