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 Übersetzung für 'partial derivative' von Englisch nach Deutsch
SYNO partial | partial derivative
math.
partial derivative
partielle Ableitung {f}
Teiltreffer
math.
Radon-Nikodym derivative <RN-derivative, R-N derivative>
Radon-Nikodým-Ableitung {f} <RN-Ableitung> [Radon-Nikodym-Ableitung]
math.
Gâteaux derivative <G-derivative>
Gâteaux-Ableitung {f} <G-Ableitung>
math.
Fréchet derivative <F-derivative>
Fréchet-Ableitung {f} <F-Ableitung>
derivativeWeiterentwicklung {f}
781
math.tech.
derivative
Ableitung {f} [abgeleitete Funktion]
739
derivative {adj}derivativ
34
philos.
derivative {adj}
abkünftig [selten] [abgeleitet von]
15
chem.
derivative
Abkömmling {m}
127
spec.
derivative
Derivantium {n}
derivativeverbessertes Modell {n}
ling.
derivative
Derivativ {n}
derivativeDerivat {n}
76
derivative {adj}sekundär
234
derivative {adj}abgeleitet
601
pharm.
morphine derivative
Morphinderivat {n}
math.
Lie derivative
Lie-Ableitung {f}
math.
Lie derivative
liesche Ableitung {f}
biochem.
cholesterol derivative
Cholesterolderivat {n}
math.
derivative vector
Ableitungs­vektor {m}
math.
Lie derivative
Lie'sche Ableitung {f}
21 Übersetzungen
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Anwendungsbeispiele Englisch
  • This partial derivative has a fundamental role in the Breeden-Litzenberger formula, measures the rate of change in Gamma with respect to changes in the underlying price.
  • This is the partial derivative of "f" with respect to "y".
  • In the case of the formal derivative, there are now separate partial derivative operators, which differentiate with respect to each of the indeterminates. They all commute with each other.
  • In mathematics, a partial derivative of a function of several variables is its derivative with respect to one of those variables, with the others held constant (as opposed to the total derivative, in which all variables are allowed to vary).
  • This arises similarly to the flat spacetime case, from coupling a free electromagnetic theory to a free fermion theory and including an interaction which promotes the partial derivative in the fermion theory to a gauge-covariant derivative.

  • This notation is used extensively in quantum field theory, where partial derivatives are usually indexed, so the lack of an index with the squared partial derivative signals the presence of the d'Alembertian.
  • Their calculus involves the Dirac delta function and the partial derivative operator [...].
  • is the partial derivative of [...] with respect to the first argument.
  • The other partial derivatives are defined in the same way.
  • If at least one partial derivative of the polynomial [...] is not zero at an intersection point, then the tangent of the curve at this point is defined (see [...]), and the intersection multiplicity is greater than one if and only if the line is tangent to the curve.

  • In particular, he invented the Jacobian determinant formed from the "n"2 partial derivatives of "n" given functions of "n" independent variables, which plays an important part in changes of variables in multiple integrals, and in many analytical investigations.
  • , then all partial derivatives of [...] are also harmonic functions on [...].
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