-
Mannigfaltigkeit and
diskrete Mannigfaltigkeit (continuous
manifoldness and
discontinuous manifoldness),
depending on
whether the
value changes continuously...
- In
differential geometry, a
Riemannian manifold is a
geometric space on
which many
geometric notions such as distance, angles, length, volume, and curvature...
- in
subsequent formal developments:
Having constructed the
notion of a
manifoldness of n dimensions, and
found that its true
character consists in the property...
-
Mannigfaltigkeit and
diskrete Mannigfaltigkeit (continuous
manifoldness and
discontinuous manifoldness),
depending on
whether the
value changes continuously...
- In
mathematics and
especially differential geometry, a Kähler
manifold is a
manifold with
three mutually compatible structures: a
complex structure, a...
-
differential geometry, a Calabi–Yau
manifold, also
known as a Calabi–Yau space, is a
particular type of
manifold which has
certain properties, such as...
-
differential geometry, a
subject of mathematics, a
symplectic manifold is a
smooth manifold, M {\displaystyle M} ,
equipped with a
closed nondegenerate...
- as real
vector spaces,
Euclidean spaces, surfaces, and more
generally manifolds that
allows a
consistent definition of "clockwise" and "anticlockwise"...
- In mathematics, a
Haken manifold is a compact, P²-irreducible 3-
manifold that is
sufficiently large,
meaning that it
contains a
properly embedded two-sided...
-
geometry of
smooth shapes and
smooth spaces,
otherwise known as
smooth manifolds. It uses the
techniques of
single variable calculus,
vector calculus,...
