AbstractFour techniques used to find shortest paths in multimodal transport networks are discussed. The first technique pre-compute of all possible paths between any two points (Jariyasunant et al., 2010). The second one uses a set of rules to build an abstract graph and a relevant graph where the shortest path can be easily found (Ayed et al., 2011). In the third technique, all the topologically similar paths which reach a given node are simultaneously updated (Ziliaskopoulos and Wardell, 2000). Finally, the fourth technique builds a transport network using a database with a hierarchical structure (Wang et al., 2009)
AbstractThis work presents the implementation of an algorithm to obtain shortest hyperpaths in multi...
AbstractRoute planning in multimodal transportation networks is gaining more and more importance. Tr...
A multimodal trip planner that produces optimal journeys involving both public transport and private...
AbstractFour techniques used to find shortest paths in multimodal transport networks are discussed. ...
AbstractThis work presents the implementation of an algorithm to obtain shortest hyperpaths in multi...
In this paper we deal with shortest paths in the context of urban passenger mobility. In particular,...
AbstractIn this paper we deal with shortest paths in the context of urban passenger mobility. In par...
Ce travail de thèse s’est intéressé au transport urbain de passagers dans un contexte d’offre de tra...
We present fast and efficient algorithms for routing in road and public transit networks. An algorit...
AbstractRoute planning in multimodal transportation networks is gaining more and more importance. Tr...
AbstractIn this paper we deal with shortest paths in the context of urban passenger mobility. In par...
Computing a route is a fundamental problem in our society. The shortest path problem has been studie...
Ce travail de thèse s’est intéressé au transport urbain de passagers dans un contexte d’offre de tra...
Finding the shortest path between two points in a network is a fundamental problem in computer scien...
In this paper we deal with the problem of finding optimal routes in multimodal networks. Since modal...
AbstractThis work presents the implementation of an algorithm to obtain shortest hyperpaths in multi...
AbstractRoute planning in multimodal transportation networks is gaining more and more importance. Tr...
A multimodal trip planner that produces optimal journeys involving both public transport and private...
AbstractFour techniques used to find shortest paths in multimodal transport networks are discussed. ...
AbstractThis work presents the implementation of an algorithm to obtain shortest hyperpaths in multi...
In this paper we deal with shortest paths in the context of urban passenger mobility. In particular,...
AbstractIn this paper we deal with shortest paths in the context of urban passenger mobility. In par...
Ce travail de thèse s’est intéressé au transport urbain de passagers dans un contexte d’offre de tra...
We present fast and efficient algorithms for routing in road and public transit networks. An algorit...
AbstractRoute planning in multimodal transportation networks is gaining more and more importance. Tr...
AbstractIn this paper we deal with shortest paths in the context of urban passenger mobility. In par...
Computing a route is a fundamental problem in our society. The shortest path problem has been studie...
Ce travail de thèse s’est intéressé au transport urbain de passagers dans un contexte d’offre de tra...
Finding the shortest path between two points in a network is a fundamental problem in computer scien...
In this paper we deal with the problem of finding optimal routes in multimodal networks. Since modal...
AbstractThis work presents the implementation of an algorithm to obtain shortest hyperpaths in multi...
AbstractRoute planning in multimodal transportation networks is gaining more and more importance. Tr...
A multimodal trip planner that produces optimal journeys involving both public transport and private...