Here you will find one or more explanations in English for the word Manifolds.
Also in the bottom left of the page several parts of wikipedia pages related to the word Manifolds and, of course, Manifolds synonyms and on the right images related to the word Manifolds.
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 Manifolds from wikipedia
- (e.g. CT scans).
Manifolds can be
equipped with
additional structure. One
important class of
manifolds are
differentiable manifolds;
their differentiable...
-
Riemmannian manifold defines a
number of ****ociated
tensor fields, such as the
Riemann curvature tensor.
Lorentzian manifolds are pseudo-Riemannian
manifolds of...
- a very
useful way to
study manifolds:
without tools like decomposition, it is
sometimes very hard to
understand a
manifold. In particular, it has been...
- Lorentz.
After Riemannian manifolds,
Lorentzian manifolds form the most
important subclass of pseudo-Riemannian
manifolds. They are
important in applications...
- Shing-Tung Yau (1978), who
proved the
Calabi conjecture. Calabi–Yau
manifolds are
complex manifolds that are
generalizations of K3
surfaces in any
number of complex...
- is made in
whether we are
dealing with say,
topological 3-
manifolds, or
smooth 3-
manifolds.
Phenomena in
three dimensions can be
strikingly different...
-
Riemannian manifolds, Darboux's
theorem states that all
symplectic manifolds are
locally isomorphic. The only
invariants of a
symplectic manifold are global...
-
ellipsoids and paraboloids, are all
examples of
Riemannian manifolds.
Riemannian manifolds are
named after German mathematician Bernhard Riemann, who...
-
Haken manifolds and
their simple and
rigid structure leads quite naturally to algorithms. We will
consider only the case of
orientable Haken manifolds, as...
- 516–517.) K-Algebraic
manifold at
PlanetMath Algebraic manifold at
Mathworld Lecture notes on
algebraic manifolds Lecture notes on
algebraic manifolds v t e...
