- In mathematics,
subadditivity is a
property of a
function that states, roughly, that
evaluating the
function for the sum of two
elements of the domain...
-
equivalent to
admit a
modulus of
continuity that is
either concave, or
subadditive, or
uniformly continuous, or
sublinear (in the
sense of growth). Actually...
- The
subadditivity effect is the
tendency to
judge probability of the
whole to be less than the
probabilities of the parts. For instance,
subjects in one...
- A set
function is
called fractionally subadditive, or XOS (not to be
confused with OXS), if it is the
maximum of
several non-negative
additive set functions...
- In mathematics, a
subadditive set
function is a set
function whose value, informally, has the
property that the
value of
function on the
union of two...
- and only if it is
subadditive. Therefore, ****uming p ( 0 ) ≤ 0 {\displaystyle p(0)\leq 0} , any two
properties among subadditivity, convexity, and positive...
- In mathematics, Kingman's
subadditive ergodic theorem is one of
several ergodic theorems. It can be seen as a
generalization of Birkhoff's
ergodic theorem...
- In
quantum information theory,
strong subadditivity of
quantum entropy (SSA) is the
relation among the von
Neumann entropies of
various quantum subsystems...
- Alice's opinion, Bob's
share is
worth 2/3. When the
valuations are only
subadditive, EF
still implies PR, but PR no
longer implies EF even with two partners:...
- {\displaystyle u} is a
subadditive set function. ****uming u ( ∅ ) {\displaystyle u(\emptyset )} is non-negative,
every submodular function is
subadditive. However,...
