Presentazione

Numerical analysis of nonlinear Volterra integral equations: stability with respect to bounded perturbations

Competenze IAC per alcune 'idee di collaborazione' INGV

Sharp Sobolev type embeddings on the entire Euclidean space

A comprehensive approach to Sobolev-type embeddings, involving arbitrary rearrangement- invariant norms on the entire Euclidean space R^n, is offered. In particular, the optimal target space in any such embedding is exhibited. Crucial in our analysis is a new reduction principle for the relevant…

The FORUM End-to-End Simulator project: architecture and results

FORUM (Far-infrared Outgoing Radiation Understanding and Monitoring) will flight as the 9th ESA's Earth Explorer mission, and an End-to-End Simulator (E2ES) has been developed as a support tool for the mission selection process and the subsequent development phases. The current status of the FORUM…

On a Modified Ginzburg-Landau Functional

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Preservation of equilibrium states and their stability in the numerical integration of two delays nonlinear Volterra integral equations

The effect of corridor size on cyclic metapopulation dynamics in spatially explicit/implicit models

Nonlinear stability of Direct Quadrature methods for Volterra integral equations