- me. It was
obtained by a
democratic process in my
course of 1976–77. An
orbifold is
something with many folds; unfortunately, the word "manifold" already...
- In geometry,
orbifold notation (or
orbifold signature) is a system,
invented by the
mathematician William Thurston and
promoted by John Conway, for representing...
- a S1{\displaystyle S^{1}}-bundle (circle bundle) over a 2-dimensional
orbifold. Many 3-manifolds are
Seifert fiber spaces, and they
account for all compact...
-
orbifold, but fractions,
rather than
whole numbers.
Because the
orbifold itself is a
quotient of the full
surface by the
symmetry group, the
orbifold...
-
Coxeter group [7,3],
orbifold (*732)
contains these uniform tilings: The (8 3 2)
triangle group,
Coxeter group [8,3],
orbifold (*832)
contains these...
- In
differential geometry, the
Euler characteristic of an
orbifold, or
orbifold Euler characteristic, is a
generalization of the
topological Euler characteristic...
-
point groups,
International Tables for
Crystallography space group number,
orbifold, type, and
space groups are
listed in the
table below.
There are a total...
- respectively. In his work on
hyperbolic Dehn surgery,
Thurston realized that
orbifold structures naturally arose. Such
structures had been
studied prior to Thurston...
-
their representations in
international notation,
Schoenflies notation,
orbifold notation,
Coxeter notation and
mineral examples.
There is only one tetragonal...
-
manifold K3
surface G2
manifold Spin(7)-manifold
Generalized complex manifold Orbifold Conifold Orientifold Moduli space Hořava–Witten
theory K-theory (physics)...
