2008
Journal article  Restricted

Multi-scale representation and persistency for shape description

Moroni D., Salvetti M., Salvetti O.

Algebraic Topology  Shape Analysis  Persistency Theory 

Extraction, organization and exploitation of topological features are emerging topics in computer vision and graphics. However, such kind of features often exhibits weak robustness with respect to small perturbations and it is often unclear how to distinguish truly topological features from topological noise. In this paper, we present an introduction to persistence theory, which aims at analyzing multi-scale representations from a topological point of view. Besides, we extend the ideas of persistency to a more general setting by defining a set of discrete invariants.

Source: Lecture notes in computer science 5108 (2008): 123–138. doi:10.1007/978-3-540-70715-8_11

Publisher: Springer, Berlin , Germania


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BibTeX entry
@article{oai:it.cnr:prodotti:44186,
	title = {Multi-scale representation and persistency for shape description},
	author = {Moroni D. and Salvetti M. and Salvetti O.},
	publisher = {Springer, Berlin , Germania},
	doi = {10.1007/978-3-540-70715-8_11},
	journal = {Lecture notes in computer science},
	volume = {5108},
	pages = {123–138},
	year = {2008}
}