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TATA57 Kurslitteratur
- Fourier Series and Integral Transforms av A. Pinkus och S. Zafrany, CUP 1997 .
- Problemsamling Transformteori av G. Baravdish och Bengt Ove Turesson, MAI.
- Problemsamling Transformteori (English) av G. Baravdish och Bengt Ove Turesson, MAI.
- Collection of Formulae (homepage).
Extended lecture notes
So these are the extended lecture notes which covers the course material. Let me know if you find any weird stuff or if something is just too dense to get through so I should explain more, I'm continuously developing these notes.- Lecture 01: Periodic Functions and Series
- Lecture 02: Linear Algebra
- Lecture 02 (slides): Linear Algebra
- Lecture 03: Function Series and Convergence
- Lecture 04: Stronger Types of Convergence
- Lecture 05: Uniqueness, Convergence in Mean, Completeness
- Lecture 06: The Fourier Transform
- Lecture 07: Inversion, Plancherel and Convolution
- Lecture 08: Uniqueness
- Lecture 09: The Unilateral Laplace Transform
- Lecture 10: Convolution, Inversion and Applications
- Lecture 11: The Unilateral Z transform
- Lecture 12: Inversion, Convolution and Bilateral Transforms
Sidansvarig: johan.thim@liu.se
Senast uppdaterad: 2025-03-31