- In mathematics, the
qualifier pointwise is used to
indicate that a
certain property is
defined by
considering each
value f ( x ) {\displaystyle f(x)}...
- In mathematics,
pointwise convergence is one of
various senses in
which a
sequence of
functions can
converge to a
particular function. It is
weaker than...
- In mathematics, the
pointwise product of two
functions is
another function,
obtained by
multiplying the
images of the two
functions at each
value in the...
- In statistics,
probability theory and
information theory,
pointwise mutual information (PMI), or
point mutual information, is a
measure of ****ociation...
-
uniform convergence is a mode of
convergence of
functions stronger than
pointwise convergence. A
sequence of
functions ( f n ) {\displaystyle (f_{n})} converges...
-
operators (and thus
bounded operators)
whose domain is a
Banach space,
pointwise boundedness is
equivalent to
uniform boundedness in
operator norm. The...
- {\displaystyle (S,\Sigma ,\mu )} .
Suppose that the
sequence converges pointwise to a
function f {\displaystyle f} and is
dominated by some integrable...
- functions: the
pointwise, pairwise, and
listwise approach. In practice,
listwise approaches often outperform pairwise approaches and
pointwise approaches...
-
called pointwise limit,
denoted x n , m → y m
pointwise {\displaystyle x_{n,m}\to y_{m}\quad {\text{
pointwise}}} , or lim n → ∞ x n , m = y m
pointwise {\displaystyle...
-
these confidence intervals constitute a 95%
pointwise confidence band for f(x). In
mathematical terms, a
pointwise confidence band f ^ ( x ) ± w ( x ) {\displaystyle...