buliga_lea_2011.pdf (108.01 kB)
Non-euclidean analysis of dilation structures
This is a presentation concerning dilation structures, starting from the Gromov-Hausdorff distance between metric spaces, to the obstructions to the accuracy of representing a metric space into another, to dilation structures and their non-euclidean analysis.
For the interested see the course Sub-riemannian geometry from intrinsic viewpoint, arXiv:1206.3093.