- the
greatest and
least value taken by the function.
Known generically as
extremum, they may be
defined either within a
given range (the
local or relative...
- In mathematics, the
interior extremum theorem, also
known as Fermat's theorem, is a
theorem which states that at the
local extrema of a differentiable...
- for
finding an
extremum (minimum or maximum) of a
function inside a
specified interval. For a
strictly unimodal function with an
extremum inside the interval...
- In
statistics and econometrics,
extremum estimators are a wide
class of
estimators for
parametric models that are
calculated through maximization (or minimization)...
- interval, but not a
single point. Accordingly, the
necessary condition of
extremum (functional
derivative equal zero)
appears in a weak
formulation (variational...
-
orthogonal directions are all zero (a
critical point), but
which is not a
local extremum of the function. An
example of a
saddle point is when
there is a critical...
-
Caryocolum extremum is a moth of the
family Gelechiidae. It is
found in Nepal. The
habitat consists of
primary montane oak forests. The
length of the forewings...
- its
first derivative f' has an
isolated extremum at x. (this is not the same as
saying that f has an
extremum). That is, in some neighborhood, x is the...
-
stating that at any
point where a
differentiable function attains a
local extremum its
derivative is zero. In
Lagrangian mechanics,
according to Hamilton's...
-
Successive parabolic interpolation is a
technique for
finding the
extremum (minimum or maximum) of a
continuous unimodal function by
successively ****ing...
