Methods for Partial Differential Equations
Marcelo R. Ebert () and
Michael Reissig ()
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Marcelo R. Ebert: University of São Paulo, Department of Computing and Mathematics
Michael Reissig: TU Bergakademie Freiberg, Institute of Applied Analysis
in Springer Books from Springer
Date: 2018
ISBN: 978-3-319-66456-9
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Chapters in this book:
- Ch Chapter 1 Introduction
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 10 Wave Equation—Properties of Solutions—Starting Point of Hyperbolic Theory
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 11 The Notion of Energy of Solutions: One of the Most Important Quantities
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 12 Phase Space Analysis for the Heat Equation
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 13 Phase Space Analysis and Smoothing for Schrödinger Equations
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 14 Phase Space Analysis for Wave Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 15 Phase Space Analysis for Plate Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 16 The Method of Stationary Phase and Applications
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 17 Semilinear Heat Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 18 Semilinear Classical Damped Wave Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 19 Semilinear Wave Models with a Special Structural Dissipation
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 2 Partial Differential Equations in Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 20 Semilinear Classical Wave Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 21 Semilinear Schrödinger Models
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 22 Linear Hyperbolic Systems
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 23 Research Projects for Beginners
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 24 Background Material
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 3 Basics for Partial Differential Equations
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 4 The Cauchy-Kovalevskaja Theorem
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 5 Holmgren’s Uniqueness Theorem
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 6 Method of Characteristics
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 7 Burgers’ Equation
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 8 Laplace Equation—Properties of Solutions—Starting Point of Elliptic Theory
- Marcelo R. Ebert and Michael Reissig
- Ch Chapter 9 Heat Equation—Properties of Solutions—Starting Point of Parabolic Theory
- Marcelo R. Ebert and Michael Reissig
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Persistent link: https://EconPapers.repec.org/RePEc:spr:sprbok:978-3-319-66456-9
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DOI: 10.1007/978-3-319-66456-9
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