We review recent advances in Object Oriented Spatial Statistics, a system of ideas,
algorithms and methods that allows the analysis of high dimensional and complex data …

In this paper, we consider a time-dependent discrete network model with highly varying
connectivity. The approximation by time is performed using an implicit scheme. We propose …

This paper integrates a macroscopic dynamic traffic assignment (DTA) model for urban traffic
flow with an instantaneous emission model to investigate traffic-related emissions in urban …

In this paper, we propose a new multi-directional two-dimensional continuous model for
urban traffic. It is called the NEWS model, since it represents a system of four partial …

In this article we introduce a new traffic flow model for a dense urban area. We consider a
two-dimensional conservation law in which the velocity magnitude is given by the …

We propose a numerical multiscale method for coupling a conservation law for mass at the
continuum scale with a discrete network model that describes the microscale flow in a …

We present and analyze a methodology for numerical homogenization of spatial networks
models, eg heat conduction and linear deformation in large networks of slender objects …

In this paper a numerical multiscale method for discrete networks is presented. The method
gives an accurate coarse scale representation of the full network by solving sub-network …

We derive a kinetic equation for flows on general, unstructured networks with applications to
production, social and transportation networks. This model allows for a homogenization …

We present a numerical multiscale method for coupling mass conservation laws at the
continuum scale with a discrete, pore scale network model for two-phase flow in porous …