CHAPTER 2 Time-Dependent Global Attractors for the Non-Classical Diffusion Equations with a Fading Memory

Chapters in this book

1. Frontmatter i
2. Contents v
3. Preface ix
4. CHAPTER 1 Survey on Attractors in Time-Dependent Spaces 1
5. CHAPTER 2 Time-Dependent Global Attractors for the Non-Classical Diffusion Equations with a Fading Memory 35
6. CHAPTER 3 Strong Attractors for the Non-Classical Diffusion Equation with a Fading Memory in Time-Dependent Spaces 51
7. CHAPTER 4 Long-Time Behavior of Solutions to the Non-Autonomous Non-Classical Diffusion Equations 63
8. CHAPTER 5 Existence and Upper Semicontinuity of Attractors for Non-Autonomous Nonlocal Diffusion Equations 79
9. CHAPTER 6 Pullback Attractors for Diffusion Equations with a Delay Function and a Nonlocal Diffusion Term in Time-Dependent Spaces 105
10. CHAPTER 7 Existence and Regularity of Pullback Attractors for Non-Classical Diffusion Equations with a Delay Operator 127
11. CHAPTER 8 Survey on Attractors for Kirchhoff Wave Equations with Strong Dampings 153
12. CHAPTER 9 Existence, Regularity and Fractal Dimension of Global Attractors for a Kirchhoff Wave Equation with Strong Damping and Memory 219
13. Bibliography 247