PROGRAM

The preliminary time schedule is as follows. Monday Tuesday Wednesday Thursday Friday 9:00 – 10:20 1st Morning Session 1st Morning Session 1st Morning Session 1st Morning Session 1st Morning Session 10:20 – 10:40 Mind/Coffee break Mind/Coffee break Mind/Coffee break Mind/Coffee break Mind/Coffee break 10:40 – 12:00 2nd Morning Session 2nd Morning Session 2nd Morning Session 2nd Morning Session 2nd Morning Session 12:00 – 13:30 Lunch break Lunch break Lunch break Lunch break Lunch break 13:30 – 15:00 1st Afternoon Session 1st Afternoon Session 1st Afternoon Session 1st Afternoon Session 15:00 – 15:20 Mind/Coffee break Mind/Coffee break Mind/Coffee break Mind/Coffee break 15:20 – 16:30 2nd Afternoon Session 2nd Afternoon Session Excursion 2nd Afternoon Session 16:30 – 17:30 Practice Session Practice Session Practice Session Monday: Morning sessions: Opening and introductory session Afternoon sessions: Wavelet bases on real line and unit interval, discrete 1D wavelet transform (periodic and non-periodic), plotting, organization/visualization of coefficients Tuesday: 1st Morning session: Discretization and sampling 2nd Morning session: Decomposition and reconstruction Afternoon sessions: Discrete 2D wavelet transform (isotropic tensor product), applications in signal and image processing (compression, denoising etc.) Wednesday: 1st Morning session: Spline-type systems 2nd Morning session: Multi-window spline-type spaces Afternoon session: Applications in numerical analysis I (nonadaptive discretization of operator equations) Excursion: Guided tour through Marburgs Castle and Old Town Thursday: 1st Morning session: Gabor analysis in the discrete setting 2nd Morning session: Gabor multipliers Afternoon sessions: Applications in numerical analysis II (adaptive discretization of operator equations) Friday: 1st Morning session: Test for ECTS credits 2nd Morning session: Special session. Conclusions