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Weyl transforms
Overview of attention for book
Weyl transforms
Springer
Table of Contents
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Book Overview
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Chapter 1
Prerequisite Topics in Fourier Analysis
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Chapter 2
The Fourier-Wigner Transform
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Chapter 3
The Wigner Transform
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Chapter 4
The Weyl Transform
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Chapter 5
Hilbert-Schmidt Operators on L 2 (ℝ n )
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Chapter 6
The Tensor Product in L 2 (ℝ n )
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Chapter 7
H *-Algebras and the Weyl Calculus
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Chapter 8
The Heisenberg Group
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Chapter 9
The Twisted Convolution
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Chapter 10
The Riesz-Thorin Theorem
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Chapter 11
Weyl Transforms with Symbols in L r (ℝ 2 n ), 1 ≤ r ≤ 2
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Chapter 12
Weyl Transforms with Symbols in L ∞ (ℝ 2 n )
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Chapter 13
Weyl Transforms with Symbols in L r (ℝ 2 n ), 2 < r < ∞
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Chapter 14
Compact Weyl Transforms
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Chapter 15
Localization Operators
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Chapter 16
A Fourier Transform
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Chapter 17
Compact Localization Operators
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Chapter 18
Hermite Polynomials
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Chapter 19
Hermite Functions
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Chapter 20
Laguerre Polynomials
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Chapter 21
Hermite Functions on ℂ
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Chapter 22
Vector Fields on ℂ
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Chapter 23
Laguerre Formulas for Hermite Functions on ℂ
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Chapter 24
Weyl Transforms on L 2 (ℝ) with Radial Symbols
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Chapter 25
Another Fourier Transform
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Chapter 26
A Class of Compact Weyl Transforms on L 2 (ℝ)
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Chapter 27
A Class of Bounded Weyl Transforms on L 2 (ℝ)
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Chapter 28
A Weyl Transform with Symbol in S ’(ℝ 2 )
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Chapter 29
The Symplectic Group
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Chapter 30
Symplectic Invariance of Weyl Transforms
Overall attention for this book and its chapters
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Mentioned by
syllabi
1
institution with syllabi
Citations
dimensions_citation
34
Dimensions
Readers on
mendeley
17
Mendeley
Book overview
1. Prerequisite Topics in Fourier Analysis
2. The Fourier-Wigner Transform
3. The Wigner Transform
4. The Weyl Transform
5. Hilbert-Schmidt Operators on L 2 (ℝ n )
6. The Tensor Product in L 2 (ℝ n )
7. H *-Algebras and the Weyl Calculus
8. The Heisenberg Group
9. The Twisted Convolution
10. The Riesz-Thorin Theorem
11. Weyl Transforms with Symbols in L r (ℝ 2 n ), 1 ≤ r ≤ 2
12. Weyl Transforms with Symbols in L ∞ (ℝ 2 n )
13. Weyl Transforms with Symbols in L r (ℝ 2 n ), 2 < r < ∞
14. Compact Weyl Transforms
15. Localization Operators
16. A Fourier Transform
17. Compact Localization Operators
18. Hermite Polynomials
19. Hermite Functions
20. Laguerre Polynomials
21. Hermite Functions on ℂ
22. Vector Fields on ℂ
23. Laguerre Formulas for Hermite Functions on ℂ
24. Weyl Transforms on L 2 (ℝ) with Radial Symbols
25. Another Fourier Transform
26. A Class of Compact Weyl Transforms on L 2 (ℝ)
27. A Class of Bounded Weyl Transforms on L 2 (ℝ)
28. A Weyl Transform with Symbol in S ’(ℝ 2 )
29. The Symplectic Group
30. Symplectic Invariance of Weyl Transforms
Summary
Syllabi
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