Some new results about multidimensional Topological Persistence are presented, proving that the discontinuity points of a $k$-dimensional size function are necessarily related to the pseudocritical values of the associated measuring function
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Abstract. Some new results about multidimensional Topological Persistence are presented, proving tha...
Size Theory was proposed in the early 90's as a geometrical/topological approach to the problem of S...
Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem of S...
Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem of S...
none2Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem...
A recent result on size functions is extended to higher homology modules: the persistent homology b...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
none2noTopological persistence has proven to be a promising framework for dealing with problems conc...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Some new results about multidimensional Topological Persistence are presented, proving that the disc...
Abstract. Some new results about multidimensional Topological Persistence are presented, proving tha...
Size Theory was proposed in the early 90's as a geometrical/topological approach to the problem of S...
Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem of S...
Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem of S...
none2Size Theory was proposed in the early 90’s as a geometrical/topological approach to the problem...
A recent result on size functions is extended to higher homology modules: the persistent homology b...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
none2noTopological persistence has proven to be a promising framework for dealing with problems conc...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
Size Theory has proven to be a useful framework for shape analysis in the context of pattern recogni...
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