We consider an extension of the classical Lighthill-Whitham-Richards traffic flow model, in which the mean velocity is assumed to be dependent on the downstream traffic density. We generalize the results of [BlandinGoatin] to a general velocity function v, and propose a second ordernumerical scheme to compute approximate solutions
We present a network formulation for a traffic flow model with nonlocal velocity in the flux functio...
We present simple discrete velocity models for traffic flows. The novel feature in the correspondin...
We show how to view the standard Follow-the-Leader (FtL) model as a numerical method to compute nume...
In this thesis, we present so–called nonlocal traffic flow models which possess more information abo...
We give an overview of mathematical traffic flow models with non-local velocity. More precisely, we ...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
In this paper, we introduce a new type of macroscopic traffic model which, includes a delay term in ...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We consider an Enskog-like discrete velocity model which in the limit yields the viscous Lighthill-...
We give an overview of mathematical traffic flow models with non-local velocity. More precisely, we ...
We present a network formulation for a traffic flow model with nonlocal velocity in the flux functio...
We present simple discrete velocity models for traffic flows. The novel feature in the correspondin...
We show how to view the standard Follow-the-Leader (FtL) model as a numerical method to compute nume...
In this thesis, we present so–called nonlocal traffic flow models which possess more information abo...
We give an overview of mathematical traffic flow models with non-local velocity. More precisely, we ...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
In this paper, we introduce a new type of macroscopic traffic model which, includes a delay term in ...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modeling at ro...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We present a model for a class of non-local conservation laws arising in traffic flow modelling at r...
We consider an Enskog-like discrete velocity model which in the limit yields the viscous Lighthill-...
We give an overview of mathematical traffic flow models with non-local velocity. More precisely, we ...
We present a network formulation for a traffic flow model with nonlocal velocity in the flux functio...
We present simple discrete velocity models for traffic flows. The novel feature in the correspondin...
We show how to view the standard Follow-the-Leader (FtL) model as a numerical method to compute nume...