Presentazione

New ESA MIPAS products

MIPAS measurements on ENVISAT represent a unique database for the study of atmospheric composition and of the time variation of atmospheric constituents. For trend studies it is important that instrumental drifts are reduced. Some of the MIPAS spectral bands are affected by time-dependent non-…

Mathematical modelling of variable porosity coatings and dual drug release

The topic of controlled drug release has received much attention in recent years, for example in the design of tablets and in local drug delivery devices such as stents, transdermal patches and orthopaedic implants. In recent years, we have developed a series of models for such devices to describe…

Embeddings of Fractional Orlicz-Sobolev Spaces into Campanato type Spaces

An optimal embedding theorem for fractional Orlicz-Sobolev spaces into Orlicz spaces will be surveyed. A new embedding for the same fractional spaces into generalized Campanato spaces will be also presented. This is a joint work, in progress, with Andrea Cianchi, Lubos Pick and Lenka Slavikova.

Modeling Immunity: the Agent-Based approach

Numerical study of an evolutive model for magnetostrictive materials

Existence and uniqueness for PDAE models of electric networks

Two-Dimensional Fluctuating Vesicles in Shear Flow

Capital Requirements for aggregate risks in long term living products

Application of lattice Boltzmann method to modelling multi-component flow and devices

A comparison result in anisotropic elliptic problems via symmetrization

We establish a comparison result for solutions to nonlinear fully anisotropic elliptic problems by means of anisotropic symmetrization. As consequence we deduce a priori estimates for norms of the relevant solutions.