- In
vector calculus,
divergence is a
vector operator that
operates on a
vector field,
producing a
scalar field giving the
quantity of the
vector field's...
- In
vector calculus, the
divergence theorem, also
known as Gauss's
theorem or Ostrogradsky's theorem, is a
theorem which relates the flux of a
vector field...
-
Divergence is a
function that ****ociates a
scalar with
every point of a
vector field.
Divergence or
Divergent may also
refer to:
Divergence (computer...
- In
statistics and
information geometry, a
divergence is a kind of
statistical distance: a
binary function which establishes the "distance" from one probability...
- The
Great Divergence or
European miracle is the
socioeconomic shift in
which the
Western world (i.e.
Western Europe and the
parts of the New
World where...
- In
mathematical statistics, the Kullback–Leibler
divergence, D KL ( P ∥ Q ) {\displaystyle D_{\text{KL}}(P\parallel Q)} (also
called relative entropy)...
- In
probability theory and statistics, the Jensen–Shannon
divergence is a
method of
measuring the
similarity between two
probability distributions. It is...
- In electromagnetics,
especially in optics, beam
divergence is an
angular measure of the
increase in beam
diameter or
radius with
distance from the optical...
- In
probability theory, an ƒ-
divergence is a
function Df (P || Q) that
measures the
difference between two
probability distributions P and Q. It helps...
-
sometimes of a
vector field, as in the Navier–Stokes equations); the
divergence of a
vector field; or the curl (rotation) of a
vector field. Strictly...
