- exists. If the
supremum of S {\displaystyle S} exists, it is unique, and if b is an
upper bound of S {\displaystyle S} , then the
supremum of S {\displaystyle...
-
concepts of
essential infimum and
essential supremum are
related to the
notions of
infimum and
supremum, but
adapted to
measure theory and functional...
-
lower limit, or
inner limit;
limit superior is also
known as
supremum limit,
limit supremum, limsup,
superior limit,
upper limit, or
outer limit. The limit...
- a_{2}\leq a_{3}\leq ...\leq K}
converges to its
smallest upper bound, its
supremum. Likewise, a non-increasing bounded-below
sequence converges to its largest...
-
Corimbion supremum is a
species of
beetle in the
family Cerambycidae. It was
described by
Martins in 1970. Bezark,
Larry G. A
Photographic Catalog of the...
-
directed subset D of P with
supremum in P, its
image has a
supremum in Q, and that
supremum is the
image of the
supremum of D, i.e. ⊔ f [ D ] = f ( ⊔...
-
complete lattice is a
partially ordered set in
which all
subsets have both a
supremum (join) and an
infimum (meet). A
conditionally complete lattice satisfies...
- }} , the (real or complex)
vector space of
bounded sequences with the
supremum norm, and L ∞ = L ∞ ( X , Σ , μ ) {\displaystyle L^{\infty }=L^{\infty...
- \right\}.} This norm is also
called the
supremum norm, the
Chebyshev norm, the
infinity norm, or, when the
supremum is in fact the maximum, the max norm...
- mathematics, the least-upper-bound
property (sometimes
called completeness,
supremum property or l.u.b. property) is a
fundamental property of the real numbers...
