- value.
Derivative may also
refer to:
Brzozowski derivative in the
theory of
formal languages Covariant derivative, a way of
specifying a
derivative along...
-
financial crisis,
there has been
increased pressure to move
derivatives to
trade on exchanges.
Derivatives are one of the
three main
categories of
financial instruments...
-
Partial derivatives are used in
vector calculus and
differential geometry. As with
ordinary derivatives,
multiple notations exist: the
partial derivative of...
- The
derivatives market is the
financial market for
derivatives -
financial instruments like ****ures
contracts or
options -
which are
derived from other...
- held
constant (as
opposed to the
total derivative, in
which all
variables are
allowed to vary).
Partial derivatives are used in
vector calculus and differential...
-
directive provides a
systematic way of
finding these derivatives. The
definitions of
directional derivatives for
various situations are
given below. It is ****umed...
- _{c}}\tau \right)^{ab}} In general,
covariant derivatives do not commute. By example, the
covariant derivatives of
vector field λ a ; b c ≠ λ a ; c b {\displaystyle...
- In
copyright law, a
derivative work is an
expressive creation that
includes major copyrightable elements of a first,
previously created original work (the...
- {\displaystyle {\dot {x}}(t)}
denotes the
derivative of x with
respect to t. This can be
derived using the
chain rule for
derivatives: d y d t = d y d x ⋅ d x d t...
- specifically, real analysis, the Dini
derivatives (or Dini derivates) are a
class of
generalizations of the
derivative. They were
introduced by
Ulisse Dini...
