Lecturer:
Course Type:
PhD Course
Academic Year:
2012-2013
Period:
March-April
Duration:
20 h
Description:
- Variational models for the reconstruction problem:
- the Mumford-Shah model, the Nitzberg-Mumford model,
- the model on labelled contour graphs.
- Three-dimensional scenes.
- Stable maps from a two-manifold to the plane.
- Apparent contours of embedded surfaces.
- Labelling an apparent contour.
- Visible contours
- A solution to the completion problem:
- completing a visible contour graph into an apparent contour.
- Examples of the algorithmic proof.
- Topological reconstruction of a three-dimensional scene having an assigned labelled apparent contour.
- Existence and uniqueness of reconstructions.
- Reidemeister moves on knots.
- Completeness of moves on apparent contours.
- Variational analysis of the model on apparent contours.
- Lower semicontinuity and relaxation.
Research Group:
Location:
A-133 ( may 21 A-134 )