- to be
enantiomorphs. The word
chirality is
derived from the Gr**** χείρ (cheir), the hand, the most
familiar chiral object; the word
enantiomorph stems...
- definition. A
chiral object and its
mirror image are said to be
enantiomorphs. The word
enantiomorph stems from the Gr**** ἐναντίος (enantios) 'opposite' + μορφή...
- four-dimensional
crystallographic point groups of a
total 227
contain dual
enantiomorphs, or
mirror images.
There are forty-four
classes of
finite simple groups...
- (2000)
enumerated the ones of
dimension 5.
Souvignier (2003)
counted the
enantiomorphs.
Plesken &
Schulz (2000)
enumerated the ones of
dimension 6,
later the...
-
knots (sequence A086825 in the OEIS) are
given in the
following table.
Enantiomorphs are
counted only once in this
table and the
following chart (i.e. a...
- The two
enantiomorphs of the
ferrioxalate ion...
- of chirality. In general, an
object and its
mirror image are
called enantiomorphs. If a
point of an
object has
coordinates (x, y, z) then the
image of...
-
called a gyroid. It has two
distinct forms,
which are
mirror images (or "
enantiomorphs") of each other. The
pentagonal icositetrahedron can be constructed...
- are not
necessarily mirror-symmetric; e.g. GP(5,3) and GP(3,5) are
enantiomorphs of each other. A
Goldberg polyhedron is a dual
polyhedron of a geodesic...
- 60 vertices. It has two
distinct forms,
which are
mirror images (or "
enantiomorphs") of each other. The
union of both
forms is a
compound of two snub dodecahedra...
