This paper from the group fmr (flux, matrices, networks) focuses on the graphical representation of matrices and its implementation to represent the major networks in social sciences. It concerns the visualization of relational data (nodes, links) in the form of flow graph and map flows. It focuses in particular on valued graphs. The difference between the two processes (graph and flow map) is related to the consideration of constraints nodal position and the necessary selection of links based on the total share of interaction represented.Ce document du groupe fmr (flux, matrices, réseaux) porte sur la représentation graphique des matrices et sa mise en pratique pour représenter les grands réseaux en sciences sociales. Il intéresse les cham...
The idea of networks and graphic representational modes would appear to be in conceptual "symbiosis"...
We consider a flow matrice where the (1,…,i ,… k) rows and the (1, …,j ,…, p) columns are respective...
National audienceThis paper describes the use of adjacency matrices for the visualization of co-acti...
This paper of the fmr group (flows, matrices, networks) examines several issues regarding networks' ...
Flow mapping of large matrices, formed by many places, is characterized by a spaghetti effect due to...
International audienceThe visualisation of relations, exchanges, flows or traffic, constitutes a cla...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
Cinquième document produit par le groupe fmr (flux, matrices, réseaux)This document from the groupe ...
Regardless of the intrinsic graphic complexity of the spaghetti bowl effect, the direct flow mapping...
The challenge of flow mapping is to reduce the 'spaghetti-effect' related to the overlapping of some...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
AbstractPawlak’s flow graphs have attracted both practical and theoretical researchers because of th...
The idea of networks and graphic representational modes would appear to be in conceptual "symbiosis"...
We consider a flow matrice where the (1,…,i ,… k) rows and the (1, …,j ,…, p) columns are respective...
National audienceThis paper describes the use of adjacency matrices for the visualization of co-acti...
This paper of the fmr group (flows, matrices, networks) examines several issues regarding networks' ...
Flow mapping of large matrices, formed by many places, is characterized by a spaghetti effect due to...
International audienceThe visualisation of relations, exchanges, flows or traffic, constitutes a cla...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
Cinquième document produit par le groupe fmr (flux, matrices, réseaux)This document from the groupe ...
Regardless of the intrinsic graphic complexity of the spaghetti bowl effect, the direct flow mapping...
The challenge of flow mapping is to reduce the 'spaghetti-effect' related to the overlapping of some...
Groupe f.m.r. (flux, matrices, réseaux) animé par César Ducruet et Laurent Beauguitte (CNRS, UMR Géo...
AbstractPawlak’s flow graphs have attracted both practical and theoretical researchers because of th...
The idea of networks and graphic representational modes would appear to be in conceptual "symbiosis"...
We consider a flow matrice where the (1,…,i ,… k) rows and the (1, …,j ,…, p) columns are respective...
National audienceThis paper describes the use of adjacency matrices for the visualization of co-acti...