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Wavelets with Applications in Scientific Computing (Summer Semester 2009)

  • Audience: Mathematics and others (from 3. semester)

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Wavelet-Analysis allows the efficient and sparse representation of a function on different scales. Therefore wavelet techniques are well suited for applications in Numerical Mathematics and Scientific Computing. In our seminar we consider selected topics from wavelet theory having an impact on problems in Scientific Computing. Moreover, it shall be demonstrated how the theoretical tools can be used in concrete applications. Research articles will be studied covering the following topics

  • wavelets on the interval,
  • interpolating wavelets,
  • wavelet collocation method for partial differential equations,
  • best basis selection,
  • operator compression, and others.

Prerequisite: This seminar is a continuation of the lecture ’Wavelets’ by Prof. Rieder in the winter term. However, freshmen (and -ladies!) are welcome and will be given topics they can conquer. Talks can be given in English or German.

The preparatory meeting takes place on
Tuesday, 03. Feb. 2009, 13.15 o’clock,
Room 1C-04 (Allianz-Building)

Click here for the seminar announcement.


Prof. Dr. A. Rieder
E-mail: rieder@math.uni-karlsruhe.de
Zimmer 4C-08, Allianz-Gebäude (05.20)

JProf. Dr. T. Jahnke
E-mail: jahnke@math.uni-karlsruhe.de
Zimmer 4C-11, Allianz-Gebäude (05.20)