- In mathematics, a
Kleinian group is a
discrete subgroup of the
group of orientation-preserving
isometries of
hyperbolic 3-space H3. The latter, identifiable...
- In
mathematical cryptography, a
Kleinian integer is a
complex number of the form m + n 1 + − 7 2 {\displaystyle m+n{\frac {1+{\sqrt {-7}}}{2}}} , with...
- In mathematics, a
Kleinian model is a
model of a three-dimensional
hyperbolic manifold N by the
quotient space H 3 / Γ {\displaystyle \mathbb {H} ^{3}/\Gamma...
- The
Kleinian psychoanalytic school of thought, of
which Melanie Klein was a pioneer,
considers envy to be
crucial in
understanding both love and gratitude...
- in
group theory and
hyperbolic geometry,
Arithmetic Kleinian groups are a
special class of
Kleinian groups constructed using orders in
quaternion algebras...
- In mathematics, a
Klein geometry is a type of
geometry motivated by
Felix Klein in his
influential Erlangen program. More specifically, it is a homogeneous...
- In mathematics,
conformal geometry is the
study of the set of angle-preserving (conformal)
transformations on a space. In a real two
dimensional space...
-
Kleinian groups are, by definition,
discrete subgroups of the
isometry group of
hyperbolic 3-space.
These include quasi-Fuchsian groups. A
Kleinian group...
-
original example of
Cannon and
Thurston can be
thought of in
terms of
Kleinian representations of the
surface group H = π 1 ( S ) {\displaystyle H=\pi...
- In the
mathematical theory of
Kleinian groups, the
density conjecture of
Lipman Bers,
Dennis ****van, and
William Thurston,
later proved independently...
