Chapter 5. Summability methods by convolution-type operators

Chapters in this book

1. Frontmatter i
2. Contents xi
3. Chapter 1. Kernel functionals and modular spaces 1
4. Chapter 2. Absolutely continuous modulars and moduli of continuity 18
5. Chapter 3. Approximation by convolution type operators 32
6. Chapter 4. Urysohn integral operators with homogeneous kernel functions. Applications to nonlinear Mellin-type convolution operators 53
7. Chapter 5. Summability methods by convolution-type operators 83
8. Chapter 6. Nonlinear integral operators in the space BVϕ 97
9. Chapter 7. Application to nonlinear integral equations 121
10. Chapter 8. Uniform approximation by sampling type operators. Applications in signal analysis 134
11. Chapter 9. Modular approximation by sampling type operators 163
12. Backmatter 183