We reviewed some applications of the ADER scheme for linear, dimensionally reduced, hyperbolic systems of conservations laws. In the same spirit, in this talk we will present a study concerning the ap...
Abstract: Precise measurements of ground deformation have become increasingly common as large networks of GPS receivers and borehole strainmeters have been established over the last decade. Complement...
In this talk we present a set of high-resolution, finite volume schemes for the approximation of Euler equations in the context of atmospheric models. We introduce two classes of methods: methods base...
The challenges of controlling multiple agent dynamic systems with multiple objectives are related to and furthermore include problems in multi-player dynamic games, multiobjective optimization, and de...
We will present some numerical schemes for some non classical Hamilton-Jacobi equations. We will consider an Eikonal equation with discontinuous coefficients. In this case, through a particular condit...
I will briefly discuss the separate computational challenges posed by anisotropy & inhomogeneity in front propagation and optimal control problems. The idea of "homogenization" will be introduced ...
Plate kinematics represents the first evidence of plate tectonic processes and the basics of plate dynamic models. The kinematics of plates is defined by Euler pole and angular velocity, and the main ...
We will consider a class of state-constrained control problems lacking controllability assumptions and we will review some results on the characterization of the value function as solution of an appro...
We investigate an optimal control problem governed by differential equations with Radon measure as data in presence of state constraints. By using the method of graph completion for the measure, the o...
In this talk we consider a model first order mean field game problem, introduced by J.M. Lasry and P.L. Lions. Its solution (v,m) can be obtained as the limit of the solutions of the second order mean...
Abstract: The Earth shows a systematic asimmetry of the first order tectonic features, both along subduction zones, orogens and oceanic rifts. This signature is consistent with the "westerly" dir...
We introduce a model for a robot hand based on the theory of expansions in non-integer bases. Self-similarity of configurations and an arbitrarily large number of fingers (including the opposable thum...
