derivativeとは 意味・読み方・使い方

発音

• (英国発音) IPA^(key): /dɪˈɹɪvətɪv/

形容詞

derivative (comparative more derivative, superlative most derivative)

1. Obtained by derivation; not radical, original, or fundamental.

   a derivative conveyance

   a derivative word

   • 2021 April 27, Amanda Hess, “Inject the Vaccine Fan Fiction Directly Into My Veins”, in The New York Times‎^[1], →ISSN:

     People started talking about the pandemic as if it were itself a television show; as the second wave hit last fall, they griped about the derivative writing on Covid Season 2.

2. Imitative of the work of someone else.
   • 1979, Woody Allen, Manhattan, spoken by Mary (Diane Keaton):

     No, I really felt it was very derivative. To me it it looked like it was straight out of Diane Arbus, but it had none of the wit.

3. (law, copyright law) Referring to a work, such as a translation or adaptation, based on another work that may be subject to copyright restrictions.
4. (finance) Having a value that depends on an underlying asset of variable value.

派生語

名詞

derivative (複数形 derivatives)

1. Something derived.
2. (linguistics) A word that derives from another one.

   Synonyms: reflex, descendant

   Antonym: etymon

   Coordinate term: cognate

3. (finance) A financial instrument whose value depends on the valuation of an underlying asset; such as a warrant, an option etc.
4. (chemistry) A chemical derived from another.
5. (calculus) One of the two fundamental objects of study in calculus (the other being integration), which quantifies the rate of change, tangency, and other qualities arising from the local behavior of a function.
   1. (Of a function of a single variable ${\displaystyle f(x)}$) The derived function of ${\displaystyle f(x)}$: the function giving the instantaneous rate of change of ${\displaystyle f}$; equivalently, the function giving the slope of the line tangent to the graph of ${\displaystyle f}$. Written ${\displaystyle f'(x)}$ or ${\displaystyle {\frac {df}{dx}}}$ in Leibniz's notation, ${\displaystyle {\dot {f}}(x)}$ in Newton's notation (the latter used particularly when the independent variable is time).

      The derivative of ${\displaystyle x^{2}}$ is ${\displaystyle 2x}$; if ${\displaystyle f(x)=x^{2}}$, then ${\displaystyle f'(x)=2x}$

   2. The value of such a derived function for a given value of its independent variable: the rate of change of a function at a point in its domain.

      The derivative of ${\displaystyle f(x)=x^{3}}$ at ${\displaystyle x=2}$ is 12.

   3. (Of more general classes of functions) Any of several related generalizations of the derivative: the directional derivative, partial derivative, Fréchet derivative, functional derivative, etc.
   4. (generally) The linear operator that maps functions to their derived functions, usually written ${\displaystyle D}$; the simplest differential operator.

同意語

• (something derived): derivate, offshoot, spinoff
• (linguistics): derivate, derived word
• (finance): contingent claim
• (in analysis: function): derived function

反意語

• coincidental
• (calculus): antiderivative, integral

下位語

• (finance): option, warrant, swap, convertible security, convertible, convertible bond, credit default swap, credit line note, financial futures contract, financial future, total return swap.

派生語

Latin

形容詞

dērīvātīve

1. vocative masculine singular of dērīvātīvus