Methodology of Network Analysis Using Xtan The Second Geometrization Approach
Résumé
First tests to use geometry in network analysis was stopped. Due to formulation too much far from the available geometry theory, the Kron's initial equations do not give solution for this objective. \textbf{Second geometrization} encloses Kron's equations in standard differential geometry. As a consequence, it becomes possible to \textbf{study networks} under a general topological approach. We present here how to reach this kind of \textbf{system of equations}. After what we can submit a methodology that can be applied for all kind of problems. Finally we give some first simple examples in order to show how the technique can be used to analyse theoretically networks. In conclusion we speak of future works.
Format : Présentation
Origine : Fichiers produits par l'(les) auteur(s)
Origine : Fichiers produits par l'(les) auteur(s)