Persistent entropy for separating topological features from noise in vietoris-rips complexes
Persistent homology studies the evolution of k-dimensional holes along a nested sequence
of simplicial complexes (called a filtration). The set of bars (ie intervals) representing birth …
of simplicial complexes (called a filtration). The set of bars (ie intervals) representing birth …
Separating topological noise from features using persistent entropy
Topology is the branch of mathematics that studies shapes and maps among them. From the
algebraic definition of topology a new set of algorithms have been derived. These algorithms …
algebraic definition of topology a new set of algorithms have been derived. These algorithms …
Survey of TOPDRIM applications of topological data analysis
Every moment of our daily life belongs to the new era of" Big Data". We continuously
produce, at an unpredictable rate, a huge amount of heterogeneous and distributed data …
produce, at an unpredictable rate, a huge amount of heterogeneous and distributed data …
Persistent entropy for separating topological features from noise in vietoris-rips complexes
MN Atienza Martínez, R González Díaz… - Journal of Intelligent …, 2019 - idus.us.es
Persistent homology studies the evolution of k-dimensional holes along a nested sequence
of simplicial complexes (called a filtration). The set of bars (ie intervals) representing birth …
of simplicial complexes (called a filtration). The set of bars (ie intervals) representing birth …