- In mathematics,
hyperbolic geometry (also
called Lobachevskian geometry or Bolyai–Lobachevskian geometry) is a non-Euclidean geometry. The
parallel postulate...
- Gromov,
generalizes the
metric properties of
classical hyperbolic geometry and of trees.
Hyperbolicity is a large-scale property, and is very
useful to the...
- In mathematics,
hyperbolic functions are
analogues of the
ordinary trigonometric functions, but
defined using the
hyperbola rather than the circle. Just...
- Look up
hyperbolic in Wiktionary, the free dictionary.
Hyperbolic may
refer to: of or
pertaining to a hyperbola, a type of
smooth curve lying in a plane...
-
global hyperbolicity is a
certain condition on the
causal structure of a
spacetime manifold (that is, a
Lorentzian manifold). It is
called hyperbolic in analogy...
- by
essentially all
points in the domain.
Although the
definition of
hyperbolicity is
fundamentally a
qualitative one,
there are
precise criteria that...
-
systems and
differential equations. Some
themes are
global stability and
hyperbolicity, bifurcations,
attractors and
chaotic systems.
Jacob Palis was born...
-
common use:
inverse hyperbolic sine,
inverse hyperbolic cosine,
inverse hyperbolic tangent,
inverse hyperbolic cosecant,
inverse hyperbolic secant, and inverse...
-
Hyperbole (/haɪˈpɜːrbəli/ ; adj.
hyperbolic /ˌhaɪpərˈbɒlɪk/ ) is the use of
exaggeration as a
rhetorical device or
figure of speech. In rhetoric, it is...
- In mathematics,
hyperbolic space of
dimension n is the
unique simply connected, n-dimensional
Riemannian manifold of
constant sectional curvature equal...
