- Location
-
Deutsche Nationalbibliothek Frankfurt am Main
- Dimensions
-
24 cm
- Extent
-
96 S.
- Language
-
Deutsch
- Notes
-
graph. Darst.;
Zugleich: Diss. 1967.
- Bibliographic citation
-
Mathematische Forschungsberichte ; 23
- Keyword
-
Funktionentheorie
Variable, Hyperkomplexe
Potentialgleichung
Funktionentheorie
Laplace-Differentialgleichung
- Event
-
Veröffentlichung
- (where)
-
Berlin
- (who)
-
Deutscher Verlag d. Wiss., VEB
- (when)
-
1968
- Creator
-
Snyder, Herbert H.
- Table of contents
- Rights
-
Bei diesem Objekt liegt nur das Inhaltsverzeichnis digital vor. Der Zugriff darauf ist unbeschränkt möglich.
- Last update
-
11.03.2025, 11:51 AM CET
Data provider
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Associated
- Snyder, Herbert H.
- Deutscher Verlag d. Wiss., VEB
Time of origin
- 1968
Other Objects (12)
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Partial differential equations in mechanics, 1.. Fundamentals, Laplace's equation, diffusion equation, wave equation
On a special form of Laplace's equation.
Laplace's equation and the calculus of quaternions.
Chapter VI. Equations Nearly Related to Laplace's Equation.
Hyperbolic Laplace operator and the Weinstein equation in R3
8. Further Examples leading to solutions of Laplace's equation.
Chapter VII. Potentials as Solutions of Laplace's Equation; Electrostatics.
The Laplace transform : theory and applications
Deuxième Partie. Chapitre VI. De L'Équation de LaPlace.
Distribution theory : convolution, Fourier transform, and Laplace transform
On the equation of laplace´s functions.
1. Derivatives; Laplace'es Equation.
Partial differential equations in mechanics, 1.. Fundamentals, Laplace's equation, diffusion equation, wave equation
On a special form of Laplace's equation.
Laplace's equation and the calculus of quaternions.
Chapter VI. Equations Nearly Related to Laplace's Equation.
Hyperbolic Laplace operator and the Weinstein equation in R3
8. Further Examples leading to solutions of Laplace's equation.
Chapter VII. Potentials as Solutions of Laplace's Equation; Electrostatics.
The Laplace transform : theory and applications
Deuxième Partie. Chapitre VI. De L'Équation de LaPlace.
Distribution theory : convolution, Fourier transform, and Laplace transform
On the equation of laplace´s functions.
1. Derivatives; Laplace'es Equation.
Partial differential equations in mechanics, 1.. Fundamentals, Laplace's equation, diffusion equation, wave equation
On a special form of Laplace's equation.
Laplace's equation and the calculus of quaternions.
Chapter VI. Equations Nearly Related to Laplace's Equation.
Hyperbolic Laplace operator and the Weinstein equation in R3
8. Further Examples leading to solutions of Laplace's equation.
Chapter VII. Potentials as Solutions of Laplace's Equation; Electrostatics.
The Laplace transform : theory and applications
Deuxième Partie. Chapitre VI. De L'Équation de LaPlace.