Here you will find one or more explanations in English for the word Manifold.
Also in the bottom left of the page several parts of wikipedia pages related to the word Manifold and, of course, Manifold synonyms and on the right images related to the word Manifold.
ManifoldManifold Man"i*fold, a. [AS. manigfeald. See Many, and
Fold.]
1. Various in kind or quality; many in number; numerous;
multiplied; complicated.
O Lord, how manifold are thy works! --Ps. civ. 24.
I know your manifold transgressions. --Amos v. 12.
2. Exhibited at divers times or in various ways; -- used to
qualify nouns in the singular number. ``The manifold
wisdom of God.' --Eph. iii. 10. ``The manifold grace of
God.' --1 Pet. iv. 10.
Manifold writing, a process or method by which several
copies, as of a letter, are simultaneously made, sheets of
coloring paper being infolded with thin sheets of plain
paper upon which the marks made by a stylus or a
type-writer are transferred. Manifold
Manifold Man"i*fold, n.
1. A copy of a writing made by the manifold process.
2. (Mech.) A cylindrical pipe fitting, having a number of
lateral outlets, for connecting one pipe with several
others.
3. pl. The third stomach of a ruminant animal. [Local, U.S.]
ManifoldManifold Man"i*fold, v. t. [imp. & p. p. Manifolded; p. pr.
& vb. n. Manifolding.]
To take copies of by the process of manifold writing; as, to
manifold a letter.
Meaning of Manifold from wikipedia
- a
manifold is a
topological space that
locally resembles Euclidean space near each point. More precisely, an n{\displaystyle n}-dimensional
manifold, or...
- In mathematics, a
differentiable manifold (also
differential manifold) is a type of
manifold that is
locally similar enough to a
vector space to allow...
-
differential geometry, a Calabi–Yau
manifold, also
known as a Calabi–Yau space, is a
particular type of
manifold which has properties, such as
Ricci flatness...
- a
Riemannian manifold or
Riemannian space (M, g), so
called after the
German mathematician Bernhard Riemann, is a real,
smooth manifold M
equipped with...
- mathematics. All
manifolds are
topological manifolds by definition.
Other types of
manifolds are
formed by
adding structure to a
topological manifold (e.g. differentiable...
- An
inlet manifold or
intake manifold (in
American English) is the part of an
internal combustion engine that
supplies the fuel/air
mixture to the cylinders...
- In mathematics, a 3-
manifold is a
topological space that
locally looks like a three-dimensional
Euclidean space. A 3-
manifold can be
thought of as a possible...
- In
mathematics and
especially differential geometry, a Kähler
manifold is a
manifold with
three mutually compatible structures: a
complex structure, a...
-
differential geometry, a
subject of mathematics, a
symplectic manifold is a
smooth manifold, M{\displaystyle M},
equipped with a
closed nondegenerate differential...
- The
manifold hypothesis posits that many high-dimensional data sets that
occur in the real
world actually lie
along low-dimensional
latent manifolds inside...
