We present global existence results for solutions of reaction-diffusion systems on evolving domains. Global existence results for a class of reaction-diffusion systems on fixed domains are extended to the same systems posed on spatially linear isotropically evolving domains. The results hold without any assumptions on the sign of the growth rate. The analysis is valid for many systems that comm...

ABSTRACT We embed linear and non-linear parametrizations of beyond standard cosmological physics in the halo model reaction framework, providing a model-independent prescription for matter power spectrum. As an application, we focus on Horndeski theories, using Effective Field Theory Dark Energy (EFTofDE) to parametrize quasi-non-linear perturbations. In regime, investigate both parametrized po...

In this paper we extend our artificial life platorm, called GReaNs (for Genetic Regulatory evolving artificial Networks) to allow evolution of spiking neural networks performign simple computational tasks. GReaNs has been previously used to model evolution of gene regulatory networks for processing signals, and also for controling the behaviour of unicallular animats and the devlopment of multi...

ecological changes resulting from climate conditions can severely affect human societies especially in the area of economy and safety. climate catastrophes may cause social and economic tension. forecasting such changes accurately can help the government to control the disasters and to achieve possible benefits (such as water supply in flood). weather forecasting is the application of science a...

In this review, we first set out the general linear model (GLM) for the non technical reader, as a tool able to do both linear regression and ANOVA within the same flexible framework. We present a short history of its development in the fMRI community, and describe some interesting examples of its early use. We offer a few warnings, as the GLM relies on assumptions that may not hold in all situ...

Abstract In this paper, we consider a non-linear fourth-order evolution equation of Cahn–Hilliard-type on evolving surfaces with prescribed velocity, where the terms are only assumed to have locally Lipschitz derivatives. High-order surface finite elements used discretise weak system in space, and modified matrix–vector formulation for semi-discrete problem is derived. The anti-symmetric struct...

We statistically analysed the chemical components present in waste water from mines in Galicia (NW Spain). These elements pose a risk to public health and the environment, most particularly in the event of a failure in the containment structure of a pond or dam. The statistical processing of the data, which started with an analysis of the typical contaminants present in mining ponds and dams, p...