151 results on '"Colombo, Fabrizio"'
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2. Reproducing Kernel Hilbert Spaces
3. Quaternionic Linear Operators on a Hilbert Space
4. de Branges Spaces
5. Functions of a Quaternionic Variable
6. Several Quaternionic Variables
7. Slice Polyanalytic Functions
8. Slice Hyperholomorphic Bloch, Besov and Dirichlet Spaces
9. Slice Hyperholomorphic Bergman Spaces
10. Slice Hyperholomorphic Fock Space
11. Quaternionic Banach and Hilbert Spaces
12. Wiener Algebras
13. Slice Hyperholomorphic Hardy Spaces
14. A Survey on the Recent Advances in the Spectral Theory on the S-Spectrum
15. Spaces and Linear Fractional Transformations
16. The Characteristic Operator Function
17. Structure Theorems for Spaces
18. J-Contractive Functions
19. Operator Models
20. Rational Functions
21. Quaternions and Matrices
22. Slice Hyperholomorphic Functions
23. Preliminaries
24. Canonical Differential Systems
25. Remarks on the Power Series in Quadratic Modules
26. Regular Functions in the Cayley Algebra
27. On the Variety of Zero Divisors in Algebras
28. On Systems of Partial Differential Equations Related to Real Algebras
29. Introduction
30. Monogenicity and Total Derivability in Real and Complex Algebras
31. The Phillips functional calculus
32. The fractional heat equation using quaternionic techniques
33. Fractional powers of quaternionic linear operators
34. The H ∞-Functional Calculus
35. Introduction
36. Perturbations of the generator of a group
37. Preliminary results
38. The direct approach to the S-functional calculus
39. Applications to fractional diffusion
40. The Quaternionic Evolution Operator
41. Appendix: Principles of functional Analysis
42. Historical notes and References
43. The F-Functional Calculus for Unbounded Operators
44. Quaternionic Operators on a Hilbert Space
45. Properties of the S-Functional Calculus for Bounded Operators
46. The F-Functional Calculus for Bounded Operators
47. The H ∞-Functional Calculus
48. The S-Functional Calculus for Unbounded Operators
49. Slice Hyperholomorphic Functions
50. The S-Spectrum and the S-Functional Calculus
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