derivative

(redirected from Differentiable function)
Also found in: Dictionary, Medical, Legal, Financial, Encyclopedia, Wikipedia.
Related to Differentiable function: Continuous function
Graphic Thesaurus  🔍
Display ON
Animation ON
Legend
Synonym
Antonym
Related
  • all
  • noun
  • adj

Synonyms for derivative

Synonyms for derivative

stemming from an original source

something derived from another

Synonyms for derivative

a compound obtained from, or regarded as derived from, another compound

a financial instrument whose value is based on another security

(linguistics) a word that is derived from another word

Related Words

resulting from or employing derivation

Related Words

References in periodicals archive ?
i](r + [tau])]} provides the transmit power of n SUs under the condition of grand coalition N, and the continuously differentiable function W([p.
p] can be expressed as a differentiable function of the output variable [y.
Let 8 be an infinitely differentiable function with compact support satisfying [theta]([xi]) = 1 for [xi] [member of] [D.
2] be a continuously differentiable function, and let A be a subset of h ([M.
for any differentiable function h satisfying certain regularity conditions (see Stein, 1973, 1981).
Furthermore, we also note that for an arbitrary scalar twice differentiable function f, the following equality is permitted [22]:
In the case of a differentiable function F(y, z), we use subscript letters to denote derivatives [F.
Let f(x) be a real-valued differentiable function defined for x [element of] [R.
For mathematical convenience, f(x) must be a continuous and differentiable function.
5) Using these conventions, a continuous function can only be represented by an uninterrupted or gapless line, a line drawn without lifting the nib off the paper, so to speak; and a differentiable function can only be represented by a line which is not only uninterrupted but also smooth, without sharp bends or sudden changes of direction.
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.
Following the notation of Riley [1975] and Spence [1974], each applicant has an underlying ability level, n, which falls within the interval [n(0), n(1)] and the proportion of the applicant pool with ability less than n is assumed to be a differentiable function F(n).
D] be the closed unit disc in C and let h be a continuously differentiable function on [bar.
Let f: [a, b] [subset] R [right arrow] R be a differentiable function such that f' [member of] L[a, b], Then, for n [member of] N, k > 0, and x [member of] [a, b], one has