- In calculus, the
differential represents the prin****l part of the
change in a
function y=f(x){\displaystyle y=f(x)} with
respect to
changes in the independent...
- In mathematics, an
exact differential equation or
total differential equation is a
certain kind of
ordinary differential equation which is
widely used...
-
interpreted as
infinitesimals Differential topology Differential (pushforward) The
total derivative of a map
between manifolds.
Differential exponent, an exponent...
- df_{a}} is
called the (
total)
derivative or (
total)
differential of f{\displaystyle f} at a{\displaystyle a}.
Other notations for the
total derivative include...
- calculus). An
exact differential is
sometimes also
called a
total differential, or a full
differential, or, in the
study of
differential geometry, it is termed...
- In mathematics, a
differential equation is an
equation that
relates one or more
unknown functions and
their derivatives. In applications, the functions...
- In mathematics,
differential refers to
several related notions derived from the
early days of calculus, put on a
rigorous footing, such as infinitesimal...
-
Boolean differential calculus (BDC) (German:
Boolescher Differentialkalkül (BDK)) is a
subject field of
Boolean algebra discussing changes of
Boolean variables...
- In mathematics, a
differential operator is an
operator defined as a
function of the
differentiation operator. It is helpful, as a
matter of
notation first...
-
after Gottfried Wilhelm Leibniz, is
represented as the
ratio of two
differentials,
whereas prime notation is
written by
adding a
prime mark.
Higher order...
