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Size theory
Topology and Data
Algebraic Topology
NECESSARY CONDITIONS for DISCONTINUITIES of MULTIDIMENSIONAL SIZE FUNCTIONS Introduction Topological Persistence Is Devoted to T
25 HIGH-DIMENSIONAL TOPOLOGICAL DATA ANALYSIS Fr´Ed´Ericchazal
Multiset Metrics on Bounded Spaces
Topological Methods for 3D Point Cloud Processing
Quantum Algorithms for Topological and Geometric Analysis of Data
Arxiv:0811.1868V2 [Cs.CG]
Algebraic Topological Methods in Computer Science (Atmcs) Iii
Stochastic Approximations with Constant Step Size and Differential Inclusions
Persistent Homology — a Survey
Metric Structures on Datasets: Stability and Classification of Algorithms
A Topological Tool for Computer Vision
Arxiv:1709.02647V6 [Math.ST] 30 Jun 2019 2015), As Well As Imaging Analysis (Perea and Carlsson, 2014)
Gromov–Wasserstein Distances and the Metric Approach to Object Matching
Persistent Homology: a Step-By-Step Introduction for Newcomers
Quantum Topological Data Analysis with Continuous Variables
Size Theory As a Topological Tool for Computer Vision
Top View
Dipartimento Di Informatica, Bioingegneria, Robotica Ed Ingegneria Dei Sistemi
Multidimensional Size Functions for Shape Comparison
Persistent Topology for Natural Data Analysis-A Survey
Size Theory and Shape Matching: a Survey
Arxiv:1807.11120V1 [Q-Bio.QM] 29 Jul 2018 1 Introduction 2
Using Matching Distance in Size Theory: a Survey
27 HIGH-DIMENSIONAL TOPOLOGICAL DATA ANALYSIS Fr´Ed´Ericchazal
Venue Computational Methods for Shape Modelling and Analysis
Geometrical and Topological Approaches to Big Data
Prof.Ssa Landi Claudia
One-Dimensional Reduction of Multidimensional Persistent
Gromov-Hausdorff Stable Signatures for Shapes Using Persistence
Discrete Morse Theory & Persistent Homotopy
Evolutionary De Rham-Hodge Method
Optimal Homeomorphisms Between Closed Curves
A Survey of Persistent Homology and Its Algebraic Foundations
The Efficiency of a Homology Algorithm Based on Discrete Morse
Stable Shape Comparison by Persistent Homology