Chapter 3. Invertibility of Nonlinear
      Operators

Jürgen Appell; Espedito De Pascale; Alfonso Vignoli

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Chapter 3. Invertibility of Nonlinear Operators

Jürgen Appell , Espedito De Pascale and Alfonso Vignoli

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This chapter is in the book Nonlinear Spectral Theory

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APA
Harvard
Chicago
Vancouver

Appell, Jürgen, De Pascale, Espedito and Vignoli, Alfonso. "Chapter 3. Invertibility of Nonlinear Operators". Nonlinear Spectral Theory, Berlin, New York: De Gruyter, 2004, pp. 67-93. https://doi.org/10.1515/9783110199260.67

Appell, J., De Pascale, E. & Vignoli, A. (2004). Chapter 3. Invertibility of Nonlinear Operators. In Nonlinear Spectral Theory (pp. 67-93). Berlin, New York: De Gruyter. https://doi.org/10.1515/9783110199260.67

Appell, J., De Pascale, E. and Vignoli, A. 2004. Chapter 3. Invertibility of Nonlinear Operators. Nonlinear Spectral Theory. Berlin, New York: De Gruyter, pp. 67-93. https://doi.org/10.1515/9783110199260.67

Appell, Jürgen, De Pascale, Espedito and Vignoli, Alfonso. "Chapter 3. Invertibility of Nonlinear Operators" In Nonlinear Spectral Theory, 67-93. Berlin, New York: De Gruyter, 2004. https://doi.org/10.1515/9783110199260.67

Appell J, De Pascale E, Vignoli A. Chapter 3. Invertibility of Nonlinear Operators. In: Nonlinear Spectral Theory. Berlin, New York: De Gruyter; 2004. p.67-93. https://doi.org/10.1515/9783110199260.67

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Chapters in this book

Frontmatter i
Contents ix
Introduction 1
Chapter 1. Spectra of Bounded Linear Operators 11
Chapter 2. Some Characteristics of Nonlinear Operators 40
Chapter 3. Invertibility of Nonlinear Operators 67
Chapter 4. The Rhodius and Neuberger Spectra 94
Chapter 5. The Kachurovskij and Dörfner Spectra 109
Chapter 6. The Furi–Martelli–Vignoli Spectrum 130
Chapter 7. The Feng Spectrum 159
Chapter 8. The Väth Phantom 184
Chapter 9. Other Spectra 214
Chapter 10. Nonlinear Eigenvalue Problems 268
Chapter 11. Numerical Ranges of Nonlinear Operators 303
Chapter 12. Some Applications 336
Backmatter 375

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https://doi.org/10.1515/9783110199260.67

Chapters in this book

Frontmatter i
Contents ix
Introduction 1
Chapter 1. Spectra of Bounded Linear Operators 11
Chapter 2. Some Characteristics of Nonlinear Operators 40
Chapter 3. Invertibility of Nonlinear Operators 67
Chapter 4. The Rhodius and Neuberger Spectra 94
Chapter 5. The Kachurovskij and Dörfner Spectra 109
Chapter 6. The Furi–Martelli–Vignoli Spectrum 130
Chapter 7. The Feng Spectrum 159
Chapter 8. The Väth Phantom 184
Chapter 9. Other Spectra 214
Chapter 10. Nonlinear Eigenvalue Problems 268
Chapter 11. Numerical Ranges of Nonlinear Operators 303
Chapter 12. Some Applications 336
Backmatter 375

Chapter 3. Invertibility of Nonlinear Operators

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Chapters in this book

Chapters in this book