Übersetzung für 'Laplace's' von Englisch nach Deutsch

Laplace's Demon

Laplacescher Dämon {m}

laplacescher Dämon {m}

Laplace's equation

Laplace'sche Gleichung {f} [veraltend] [Laplace-Gleichung]electr.phys.

Laplacesche Gleichung {f} [alt] [veraltend für: Laplace-Gleichung]electr.phys.

Laplace-Gleichung {f}math.

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Laplace's theory

laplacesche Theorie {f}

Laplace'sche Theorie {f}

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Kant-Laplace's theory

kant-laplacesche Theorie {f}

Kant-Laplace'sche Theorie {f}

Kant-Laplacesche Theorie {f} [alt]

• By examining Laplace's equation in spherical coordinates, Thomson and Tait recovered Laplace's spherical harmonics.
• In probability theory and statistics, the log-Laplace distribution is the probability distribution of a random variable whose logarithm has a Laplace distribution.
• "El mar de Lucas" (1999) is an Argentine film, directed by Víctor Laplace, and written by Laplace and Martín Salinas. The story features Víctor Laplace, Pablo Rago, Virginia Innocenti, and others.
• Andouille, a smoked pork sausage that originated in France, is popular in LaPlace and elsewhere in Louisiana, but in the 1970s, then-Governor Edwin Edwards proclaimed LaPlace the "Official Andouille Capital of the World".
• In the Laplace-Erdelyi theorem that gives the asymptotic approximation for Laplace-type integrals, the function inversion is taken as a crucial step.

• In differential geometry, the Laplace–Beltrami operator is a generalization of the Laplace operator to functions defined on submanifolds in Euclidean space and, even more generally, on Riemannian and pseudo-Riemannian manifolds.
• In 1837, Laplace once again undertook a voyage, this time as captain of the "Artémise".
• It is closely related to Laplace's method and the method of steepest descent, but Laplace's contribution precedes the others.
• When the Laplace transform of the derivative is taken, it transforms to a simple multiplication by the Laplace variable "s".
• In Bayesian statistics, Laplace's approximation can refer to either approximating the posterior normalizing constant with Laplace's method or approximating the posterior distribution with a Gaussian centered at the maximum a posteriori estimate.

• Note that the laplace equation is a well-studied linear partial differential equation.
• Laplace transforms are used to solve partial differential equations. The general theory for obtaining solutions in this technique is developed by theorems on Laplace transform in n dimensions.
• The modern formation and permanent structure of the Laplace transform is found in Doetsch's 1937 work "Theorie und Anwendung der Laplace-Transformation", He dedicated most of his research and scientific activity to the Laplace transform, and his books on the subject became standard texts throughout the world, translated into several languages.
• In order for a Laplace divisor to exist the coeffients of an operator [...] must obey certain constraints.
• The Laplace transform of a function [...] can be obtained using the formal definition of the Laplace transform.

• Note that [...] is the bilateral Laplace transform of [...]. A similar derivation can be done using the unilateral Laplace transform (one-sided Laplace transform).