Propagation des singularités des solutions d'équations pseudo-différentielles à caractéristiques de multiplicités variables
- Location
-
Deutsche Nationalbibliothek Frankfurt am Main
- ISBN
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9783540107026
3540107029
9780387107028
0387107029
- Dimensions
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25 cm
- Extent
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VIII, 237 S.
- Language
-
Deutsch
- Notes
-
graph. Darst.
- Bibliographic citation
-
Lecture notes in mathematics ; Vol. 856
- Keyword
-
Singularitätenausbreitung
Pseudodifferentialoperator
Differentialoperator
Singularitätenausbreitung
Auflösung von Singularitäten
Pseudodifferentialoperator
Differentialoperator
- Event
-
Veröffentlichung
- (where)
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Berlin, Heidelberg, New York
- (who)
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Springer
- (when)
-
1981
- Creator
-
Lascar, Richard
- Table of contents
- Rights
-
Bei diesem Objekt liegt nur das Inhaltsverzeichnis digital vor. Der Zugriff darauf ist unbeschränkt möglich.
- Last update
-
11.03.2025, 12:29 PM CET
Data provider
This object is provided by:
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Associated
- Lascar, Richard
- Springer
Time of origin
- 1981
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Propagation
Chapitre V. Des solutions particuliéres des équations différentielles.
Les cygnes caractéristiques
II. Danse caractéristiques.
Modeling requirements propagation : a method to generate solutions to reduce mass
Obtaining pseudo-OH* radiation images from CFD solutions of transcritical flames
Numerical Study on the Propagation of Turbulent Fronts in Dilute Polymer Solutions
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Études caractéristiques : oeuv. 66
European agricultural policy at the crossroads: Dirigistic pseudo-solutions or genuine reforms?
Propagation of chaos for weakly interacting mild solutions to stochastic partial differential equations
Generation and propagation of ship-borne waves - Solutions from a Boussinesq-type model
Propagation
Chapitre V. Des solutions particuliéres des équations différentielles.
Les cygnes caractéristiques
II. Danse caractéristiques.
Modeling requirements propagation : a method to generate solutions to reduce mass
Obtaining pseudo-OH* radiation images from CFD solutions of transcritical flames
Numerical Study on the Propagation of Turbulent Fronts in Dilute Polymer Solutions
Numerical Study on the Propagation of Turbulent Fronts in Dilute Polymer Solutions
Études caractéristiques : oeuv. 66
European agricultural policy at the crossroads: Dirigistic pseudo-solutions or genuine reforms?
Propagation of chaos for weakly interacting mild solutions to stochastic partial differential equations
Generation and propagation of ship-borne waves - Solutions from a Boussinesq-type model