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I Nonlinear Analysis
Chapter 1. Analysis In Banach Spaces
Chapter 2. The Method of Lyapunov-Schmidt
Chapter 3. Degree Theory
Chapter 4. Global Solution Theorems
II Ordinary Differential Equations
Chapter 5. Existence and Uniqueness Theorems
Chapter 6. Linear Ordinary Differential Equations
Chapter 7. Periodic Solutions
Chapter 8. Stability Theory
Chapter 9. Invariant Sets
Chapter 10. Hopf Bifurcation
Chapter 11. Sturm-Liouville Boundary Value Problems
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Nonlinear Analysis
and Differential Equations
An Introduction
Klaus Schmitt,
Russell C. Thompson
and Differential Equations
An Introduction
Klaus Schmitt,
Russell C. Thompson
Table of Contents
Chapter 1. Analysis In Banach Spaces
Chapter 2. The Method of Lyapunov-Schmidt
Chapter 3. Degree Theory
Chapter 4. Global Solution Theorems
II Ordinary Differential Equations
Chapter 5. Existence and Uniqueness Theorems
Chapter 6. Linear Ordinary Differential Equations
Chapter 7. Periodic Solutions
Chapter 8. Stability Theory
Chapter 9. Invariant Sets
Chapter 10. Hopf Bifurcation
Chapter 11. Sturm-Liouville Boundary Value Problems
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Click Here To Download
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