Main Course (20 hrs)
Title: Numerical Linear Algebra for Discrete Ill-Posed Problem.
Instructor: Lothar Reichel, Kent State University, USA.
Timetable: Monday to Friday, 9:00-12:30

Abstract
It is the aim of this course to provide the background of Numerical Linear Algebra needed to successfully
solve discrete ill-posed problems. Exercises, that include programming in MATLAB, complement the course.

Short courses (3 hrs each)

• Title: Iterative thresholding algorithms for sparse reconstructions with application to image deblurring.
  Instructor: Marco Donatelli, University of Insubria, Italy.
  Timetable: Monday, 14:30-17:30

• Title: Enhancing sparsity beyond convexity: applications to the restoration of barcode images and
  segmentation of medical images.
  Instructor: Fiorella Sgallari, University of Bologna, Italy.
  Timetable: Tuesday, 14:30-17:30

• Title: Regularization in functional Banach spaces for image restoration and subsurface prospecting.
  Instructor: Claudio Estatico, University of Genova, Italy.
  Timetable: Wednesday, 14:30-17:30

• Title: Stochastic methods for the solution of inverse problems.
  Instructor: Daniel Gerth, TU Chemnitz, Germany.
  Timetable: Thursday, 14:30-17:30

• Title: Some examples of inverse problems in geophysics.
  Instructor: Giulio Vignoli, University of Cagliari, Italy.
  Timetable: Friday, 14:30-17:30

Seminar

• Title: Vector extrapolation and ill-posed problems
  Instructor: Hassane Sadok, Université du Littoral, France.