Partitioning Wide Area Graphs Using a Space Filling Curve ; Partitionnement de graphes large échelle à l'aide d'une courbe de remplissage

International audience ; Graph structure is a very powerful tool to model system and represent their actual shape. For instance, modelling an infrastructure or social network naturally leads to graph. Yet, graphs can be very different from one another as they do not share the same properties (size, connectivity, communities, etc.) and building a system able to manage graphs should take into account this diversity. A big challenge concerning graph management is to design a system providing a scalable persistent storage and allowing efficient browsing. Mainly to study social graphs, the most recent developments in graph partitioning research often consider scale-free graphs. As we are interested in modelling connected objects and their context, we focus on partitioning geometric graphs. Consequently our strategy differs, we consider geometry as our main partitioning tool. In fact, we rely on Inverse Space-filling Partitioning, a technique which relies on a space filling curve to partition a graph and was previously applied to graphs essentially generated from Meshes. Furthermore, we extend Inverse Space-Filling Partitioning toward a new target we define as Wide Area Graphs. We provide an extended comparison with two state-of-the-art graph partitioning streaming strategies, namely LDG and FENNEL. We also propose customized metrics to better understand and identify the use cases for which the ISP partitioning solution is best suited. Experimentations show that in favourable contexts, edge-cuts can be drastically reduced, going from more 34% using FENNEL to less than 1% using ISP. ; Le concept de graphe permet de modéliser des systèmes variés en décrivant les interactions entre les éléments qui les composent. Par exemple, la modélisation d’une infrastructure réseau ou d’un réseau social peut se faire de façon naturelle via un graphe. Or les graphes sont très différents les uns des autres et ne partagent pas les mêmes caractéristiques (taille, connectivité, communautés, …). Les systèmes capables de gérer ces graphes ...