The Mathematical Heritage of Guido Weiss
This work is a tribute to the life and work of Guido Weiss, a mathematician whose profound contributions shaped the field of harmonic analysis over a span of more than six decades. His groundbreaking research, from pioneering real and complex analysis to his later work on wavelets, continues to infl...
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| מחברים אחרים: | , , , , |
| פורמט: | אלקטרוני ספר אלקטרוני |
| שפה: | אנגלית |
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Cham :
Springer Nature Switzerland : Imprint: Birkhäuser,
2025.
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| מהדורה: | 1st ed. 2025. |
| סדרה: | Applied and Numerical Harmonic Analysis,
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| נושאים: | |
| גישה מקוונת: | https://doi.org/10.1007/978-3-031-76793-7 |
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תוכן הענינים:
- - 1. Guido Weiss: a few memories of a friend and an influential mathematician
- 2. Optimal non-absolute domains for the Cesàro operator minus the identity
- 3. An applicable variant of spectral synthesis for wavelets
- 4. An update on the compactness of bilinear commutators
- 5. Irregularities of distribution on two-point homogeneous spaces
- 6. Analytic families of operators in extrapolation theory with application to average operators
- 7. On Complex Analytic tools, and the Holomorphic Rotation methods
- 8. Speed of convergence in an ergodic theorem
- 9. Characterizations of product Hardy spaces on stratified groups by singular integrals and maximal functions
- 10. A sufficient condition for Haar multipliers in Triebel-Lizorkin spaces
- 11. On frames of smooth, compactly-supported wave packets adapted to tilings of frequency space
- 12. Singular integral operators and Hölder spaces in Dunkl Setting
- 13. An homage to Guido Weiss and his leadership of the Saint Louis team: Commutators of Singular Integrals and Sobolev inequalities
- 14. Time-Frequency Analysis Meets Adversarial Learning
- 15. On Low-Rank Convex-Convex Quadratic Fractional Programming
- 16. Crystalline measures and wave front sets
- 17. Muckenhoupt matrix weights for general bases.