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Nonlinear Hyperbolic Equations, Spectral Theory, and Wavelet Transformations : A Volume of Advances in Partial Differential Equations
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Table of Contents
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Book Overview
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Chapter 1
Nonlinear PDE. Singularities, Propagation, Applications
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Chapter 2
From Wave to Klein—Gordon Type Decay Rates
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Chapter 3
Local Solutions to Quasi-linear Weakly Hyperbolic Differential Equations
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Chapter 4
An Approach to a Version of the S(M , g)- pseudo-differential Calculus on Manifolds
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Chapter 5
Spectral Invariance and Submultiplicativity for the Algebras of S ( M , g )-pseudo-differential Operators on Manifolds
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Chapter 6
Domain Perturbations and Capacity in General Hilbert Spaces and Applications to Spectral Theory
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Chapter 7
An Interpolation Family between Gabor and Wavelet Transformations
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Chapter 8
Formes de torsion analytique et fibrations singulières
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Chapter 9
Regularisation of Secondary Characteristic Classes and Unusual Index Formulas for Operator-valued Symbols
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syllabi
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institution with syllabi
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Book overview
1. Nonlinear PDE. Singularities, Propagation, Applications
2. From Wave to Klein—Gordon Type Decay Rates
3. Local Solutions to Quasi-linear Weakly Hyperbolic Differential Equations
4. An Approach to a Version of the S(M , g)- pseudo-differential Calculus on Manifolds
5. Spectral Invariance and Submultiplicativity for the Algebras of S ( M , g )-pseudo-differential Operators on Manifolds
6. Domain Perturbations and Capacity in General Hilbert Spaces and Applications to Spectral Theory
7. An Interpolation Family between Gabor and Wavelet Transformations
8. Formes de torsion analytique et fibrations singulières
9. Regularisation of Secondary Characteristic Classes and Unusual Index Formulas for Operator-valued Symbols
Summary
Syllabi
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https://opensyllabus.org/
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syllabus from an institution on Open Syllabus Project.
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University of Newcastle
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Art, Biology, Education, History, Performing Arts, Engineering, Languages and Literature (Modern