# derivative

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Related to Differentiable function: Continuous function

# derivative

adjective ascribable, attributable, coming from, consequent, consequential, derivate, derived, deriving, descendant, descended, ensuing, evolved, following, hereditary, imitative, resultant, secondary, sequent, subordinate, subsequent, vicarious
Associated concepts: derivative action, derivative authorrty, derivative deed, derivative jurisdiction, derivative liaailities, derivative powers, derivative rights, derivative stockholder's suit, derivative title

DERIVATIVE. Coming from another; taken from something preceding, secondary; as derivative title, which is that acquired from another person. There is considerable difference between an original and a derivative title. When the acquisition is original, the right thus acquired to the thing becomes property, which must be unqualified and unlimited, and since no one but the occupant has any right to the thing, he must have the whole right of disposing of it. But with regard to derivative acquisition, it may be otherwise, for the person from whom the thing is acquired may not have an unlimited right to it, or he may convey or transfer it with certain reservations of right. Derivative title must always be by contract.
2. Derivative conveyances are, those which presuppose some other precedent conveyance, and serve only to enlarge, confirm, alter, restrain, restore, or transfer the interest granted by such original conveyance, 3 Bl. Com. 321.

References in periodicals archive ?
In 1938, Ostrowski established a very interesting inequality for differentiable functions with bounded derivatives, as follows: Let f: I [subset] R [right arrow] R be a differentiable function on I[degrees], the interior of the interval I, such that f' [member of] L[a, b], where a, b [member of] I with a < b.
M)] is a compactly supported infinitely differentiable function whose support lies inside the unit cube [[0, 1].
p] can be expressed as a differentiable function of the output variable [y.
Stein (1973, 1981) used the property of the exponential function inherent in Normal distributions and integration by parts to prove the following result: if the random pair (X, Y) has a bivariate Normal distribution and h is a differentiable function satisfying the condition that
In the case of a differentiable function F(y, z), we use subscript letters to denote derivatives [F.
Clearly E is a differentiable function of all the weights and therefore we can apply the method of gradient descent.
The basis of the proof was Sard's theorem on the set of critical values of a differentiable function, of which I learned in the late sixties in a first encounter with Steve Smale, whose path had remained separate from mine during the period of campus turbulence that began in September 1964.
Let g be a real-valued differentiable function defined on X, and assume that for each x, y [member of] X, the function F(x, y; *): X [right arrow] R is sublinear.
z]) is a given n-times differentiable function in some domain D.
which is a variant of Simpson's inequality for first differentiable function f, [f.
Apart from a multiplicative constant, let [psi] be a sufficiently differentiable function from the class [LAMBDA] such that

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