- In mathematics, a
function f {\displaystyle f} is
superadditive if f ( x + y ) ≥ f ( x ) + f ( y ) {\displaystyle f(x+y)\geq f(x)+f(y)} for all x {\displaystyle...
-
synergistic effect,
called superadditive development.
Superadditive development commonly means that the
mathematical superadditive inequality holds for the...
- In mathematics, a
superadditive set
function is a set
function whose value when
applied to the
union of two
disjoint sets is
greater than or
equal to...
- u} is a
superadditive set function. ****uming u ( ∅ ) {\displaystyle u(\emptyset )} is non-positive,
every supermodular function is
superadditive. However...
-
share is
worth even more. On the contrary, when the
valuations are only
superadditive, PR
still implies EF with two partners, but EF no
longer implies PR...
-
fractional Brownian motion. The
Choquet integral, a
subadditive or
superadditive integral created by the
French mathematician Gustave Choquet in 1953...
-
Centre National de la
Recherche Scientifiques. Alzer,
Horst (2009). "A
superadditive property of Hadamard's
gamma function".
Abhandlungen aus dem Mathematischen...
- California, Los
Angeles (1959) on the
dissertation Minimal Superadditive Extensions of
Superadditive Functions advised by John
Green (mathematician). He joined...
- ( 0 ) ≤ 0 {\displaystyle f(0)\leq 0} , then f {\displaystyle f} is
superadditive on the
positive reals, that is f ( a + b ) ≥ f ( a ) + f ( b ) {\displaystyle...
- a_{m}/m<s^{*}+\epsilon } The
analogue of Fekete's
lemma holds for
superadditive sequences as well, that is: a n + m ≥ a n + a m . {\displaystyle a_{n+m}\geq...
