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Differential Equations with Operator Coefficients : with Applications to Boundary Value Problems for Partial Differential Equations
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Power-Exponential Zeros
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Chapter 2
Differential Operator Equations in Weighted Sobolev Spaces
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Chapter 3
Solutions in a Local Sobolev Space
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Chapter 4
Two-Weight L 2 -Estimates
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Chapter 5
Existence, Uniqueness and “Pointwise” Estimates
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Chapter 6
Corollaries of Previous Results Under Special Assumptions on L ( t , D t )
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Chapter 7
Two-Weight L 2 -Estimates for Equations with Variable Coefficients
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Chapter 8
Connection of Solutions Corresponding to Different Strips
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Chapter 9
Applications to the Case of Perturbations Vanishing at Infinity
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Chapter 10
Variants and Extensions of the Previous Theory
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Chapter 11
Complete Asymptotic Expansions Under Exponential and Power Perturbations of A ( D t )
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Chapter 12
Reduction to a First Order System
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Chapter 13
General Asymptotic Representation
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Chapter 14
Power-Exponential Asymptotics
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Chapter 15
The Case of One Simple Eigenvalue on the Line
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Chapter 16
Several Simple Eigenvalues on the Line
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Chapter 17
The Case of a Single Multiple Eigenvalue
Overall attention for this book and its chapters
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Mentioned by
syllabi
1
institution with syllabi
Citations
dimensions_citation
74
Dimensions
Readers on
mendeley
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Mendeley
Book overview
1. Power-Exponential Zeros
2. Differential Operator Equations in Weighted Sobolev Spaces
3. Solutions in a Local Sobolev Space
4. Two-Weight L 2 -Estimates
5. Existence, Uniqueness and “Pointwise” Estimates
6. Corollaries of Previous Results Under Special Assumptions on L ( t , D t )
7. Two-Weight L 2 -Estimates for Equations with Variable Coefficients
8. Connection of Solutions Corresponding to Different Strips
9. Applications to the Case of Perturbations Vanishing at Infinity
10. Variants and Extensions of the Previous Theory
11. Complete Asymptotic Expansions Under Exponential and Power Perturbations of A ( D t )
12. Reduction to a First Order System
13. General Asymptotic Representation
14. Power-Exponential Asymptotics
15. The Case of One Simple Eigenvalue on the Line
16. Several Simple Eigenvalues on the Line
17. The Case of a Single Multiple Eigenvalue
Summary
Syllabi
Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
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Institution
Syllabi count
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University of St. Andrews
2
History