-
diffeomorphism;
those equivalent to a
diffeomorphism leaving a
simple closed curve invariant; and
those equivalent to pseudo-Anosov
diffeomorphisms....
- U → f ( U ) {\displaystyle f\vert _{U}:U\to f(U)} is a
diffeomorphism. A
local diffeomorphism is a
special case of an
immersion f : X → Y {\displaystyle...
- orientation-preserving
diffeomorphism group of M (only the
identity component of
mappings homotopic to the
identity diffeomorphism if you wish) and Diffx1(M)...
-
theoretical physics, a
large diffeomorphism is an
equivalence class of
diffeomorphisms under the
equivalence relation where diffeomorphisms that can be continuously...
-
Bernoulli map, and Arnold's cat map. If the map is a
diffeomorphism, then it is
called an
Anosov diffeomorphism. If a flow on a
manifold splits the
tangent bundle...
- In
theoretical physics,
general covariance, also
known as
diffeomorphism covariance or
general invariance,
consists of the
invariance of the form of physical...
-
theoretical physics, it is
often important to
study theories with the
diffeomorphism symmetry such as
general relativity.
These theories are
invariant under...
-
synonymous with
diffeomorphism anomaly,
since general covariance is
symmetry under coordinate reparametrization; i.e.
diffeomorphism.
General covariance...
- the
entire manifold M is hyperbolic, the map f is
called an
Anosov diffeomorphism. The
dynamics of f on a
hyperbolic set, or
hyperbolic dynamics, exhibits...
- In mathematics, Denjoy's
theorem may
refer to
several theorems proved by
Arnaud Denjoy,
including Denjoy–Carleman
theorem Denjoy–Koksma
inequality Denjoy–Luzin...
