- In mathematics,
particularly in
order theory, an
upper bound or
majorant of a
subset S of some
preordered set (K, ≤) is an
element of K that is greater...
- is
called a
harmonic majorant of u {\displaystyle u} . If a
harmonic majorant exists, then
there exists the
least harmonic majorant, and u ( x ) = v ( x...
-
subquadratic growth)
potential function u ( x ) {\displaystyle u(x)} ; here the
majorant function is f ( x ) = x {\displaystyle f(x)=x} ; the
potential is defined...
-
descriptions of
redirect targets (infimum limit)
Upper and
lower bounds –
Majorant and
minorant in
mathematics Since f ( s 1 ) , f ( s 2 ) , … {\displaystyle...
- Sary (2020), "Niveau de répartition des polynômes
quadratiques et
crible majorant pour les
entiers friables",
Journal of the
European Mathematical Society...
- supremum –
Greatest lower bound and
least upper bound Upper and
lower bounds –
Majorant and
minorant in
mathematics Proofs If g 1 {\displaystyle g_{1}} and g 2...
- and log + | f ( z ) | {\displaystyle \log ^{+}|f(z)|} has a
harmonic majorant on Ω , {\displaystyle \Omega ,}
where log + ( x ) = max [ 0 , log (...
- y){\displaystyle (x,\,y)} is
positive definite and K{\displaystyle K}
possesses a
majorant topology.
Krein spaces are
named in
honor of the
Soviet mathematician Mark...
- {\displaystyle W} in
terms of i.i.d
Brownian excursions and the
least concave majorant (or
greatest convex minorant) of W {\displaystyle W} . For an introduction...
-
mathematical literature. It is also
possible to
derive the
large sieve from
majorants in the
style of
Selberg (see Selberg,
Collected Works, vol II, Lectures...
