- mathematics, a
normed vector space or
normed space is a
vector space over the real or
complex numbers on
which a
norm is defined. A
norm is a generalization...
- Look up
norm or
normativity in Wiktionary, the free dictionary.
Norm, the
Norm or
NORM may
refer to: Normativity,
phenomenon of
designating things as good...
- two
properties of a
norm, but may be zero for
vectors other than the origin. A
vector space with a
specified norm is
called a
normed vector space. In a...
- the dual
norm is a
measure of size for a
continuous linear function defined on a
normed vector space. Let X{\displaystyle X} be a
normed vector space...
- In mathematics, a
normed algebra A is an
algebra over a
field which has a sub-multiplicative
norm: ∀x,y∈A‖xy‖≤‖x‖‖y‖.{\displaystyle \forall x,y\in A\qquad...
-
Banach spaces. A
Banach space is a
complete normed space (X,‖⋅‖).{\displaystyle (X,\|\cdot \|).} A
normed space is a pair(X,‖⋅‖){\displaystyle (X,\|\cdot...
-
others yards to
become part of
Chantiers du Nord et de la Mediterranee, or
Normed. The
shipyard closed in 1987. The
Ateliers et
Chantiers de
France (ACF)...
-
media related to
Norm Macdonald.
Wikiquote has
quotations related to
Norm Macdonald.
Official website Norm Macdonald at IMDb
Norm Macdonald discography...
-
space of
bounded linear operators between two
given normed vector spaces. Informally, the
operator norm ‖ T ‖ {\displaystyle \|T\|} of a
linear map T : X...
-
comprises matrices, such
norms are
referred to as
matrix norms.
Matrix norms differ from
vector norms in that they must also
interact with
matrix multiplication...
