- In
linear algebra, two
vectors in an
inner product space are
orthonormal if they are
orthogonal unit vectors. A unit
vector means that the
vector has...
- algebra, an
orthonormal basis for an
inner product space V with
finite dimension is a
basis for V {\displaystyle V}
whose vectors are
orthonormal, that is...
- algebra, an
orthogonal matrix, or
orthonormal matrix, is a real
square matrix whose columns and rows are
orthonormal vectors. One way to
express this is...
- In
Riemannian geometry and
relativity theory, an
orthonormal frame is a tool for
studying the
structure of a
differentiable manifold equipped with a metric...
-
possible to talk
about the set of all
orthonormal frames for Ex. An
orthonormal frame for Ex is an
ordered orthonormal basis for Ex, or, equivalently, a linear...
-
product space has an
orthonormal basis. The two
previous theorems raise the
question of
whether all
inner product spaces have an
orthonormal basis. The answer...
-
function by a
certain orthonormal series generated by a wavelet. This
article provides a formal,
mathematical definition of an
orthonormal wavelet and of the...
- the
first two
conditions basis is
called an
orthonormal system or an
orthonormal set (or an
orthonormal sequence if B is countable). Such a
system is...
- e_{D-1}}
forms an
orthonormal basis in the simplex. The
values xi∗,i=1,2,…,D−1{\displaystyle x_{i}^{*},i=1,2,\ldots ,D-1} are the (
orthonormal and Cartesian)...
- An
orthonormal function system (ONS) is an
orthonormal basis in a
vector space of functions. Melzak, Z. A. (2012),
Companion to
Concrete Mathematics,...
