Abstract in atti di convegno

Weighted polynomial approximation on the square by de la Vallée Poussin means

We consider the generalization of discrete de la Vallée Poussin means on the square, obtained via tensor product by the univariate case. Pros and cons of such a kind of filtered approximation are discussed. In particular, under simple, we get near-best discrete approximation polynomials in the…

Smart drug release with functionally graded materials

Plausibility of a subglacial lake under Amundsenisen Icefield (Svalbard):spatially variable water content and sensitivity to thermal effect of snow and firn layers

Eugenio Elia Levi: una vita non del tutto egoista

Parallel Linear Algebra Packages: PSBLAS and MLD2P4, Use cases and research results

Qualitative analysis and numerical approximation of an optimal control model for invasivespecies

Invasive species cause huge amounts of environmental, economic, social and cultural damage in Europe and worldwide. Improving measures to control them is an ongoing challenge, and mathematical modeling and optimization are becoming increasingly popular as a tool to assist management (1; 2; 4). We…

Polluted porous media biological decontamination

Some kind of pollutant, particularly hydrocarbon, can be removed from the polluted subsoil by means of micro organism activity. Oxygen is required during the biodegradation process and therefore air is injected in the subsoil. A multiphase and multicomponent mathematical model describing the…

Salt-wedge intrusion in river mouths: assessment of wind effect

Hypersensitive Optimal Control of Invasive Species

Effectively dealing with invasive species is a pervasive problem in environmental management. The damages, and associated costs, that stem from invasive species are well known, as is the benefit from their removal. We investigate problems where optimal control theory has been implemented, and we…

Mathematical models for the decontamination of polluted subsoil by bioventing