Michael Baake - A Cocycle Approach to the Fourier Transform of Rauzy Fractals

Michael Baake - A Cocycle Approach to the Fourier Transform of Rauzy Fractals

Hausdorff Center for Mathematics via YouTube Direct link

2D Fibonacci and its variations

12 of 12

12 of 12

2D Fibonacci and its variations

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Classroom Contents

Michael Baake - A Cocycle Approach to the Fourier Transform of Rauzy Fractals

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  1. 1 Intro
  2. 2 Diffraction theory
  3. 3 Diffraction versus dynamical spectrum
  4. 4 Pure point spectra
  5. 5 Example: Silver mean diffraction
  6. 6 Example: Ammann-Beenker
  7. 7 Plastic number inflation
  8. 8 Complex windows
  9. 9 Spectrum and Fourier matrix
  10. 10 Fourier transform of Rauzy fractals
  11. 11 Diffraction intensities
  12. 12 2D Fibonacci and its variations

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