Deciding on the continuous treatment of chronic diseases is vital in terms of economy, quality of life, and time. We present a holistic data mining approach that addresses the prediction of the therapeutic response in a panoramic and feedback way while unveiling relevant medical factors.
In this article, the computation of the linear growth rates and eigenfunctions of the viscous version of the Rayleigh-Taylor instability by numerically solving the corresponding eigenvalue problem in the case of one-dimensional (1D) and two-dimensional (2D) geometries is studied.
This paper describes the European Space Agency (ESA) experiments devoted to study thermodiffusion of fluid mixtures in microgravity environment, where sedimentation and convection do not affect the mass flow induced by the Soret effect.
The first flow bifurcation, in channels with a sudden geometry contraction, is controlled through shape optimization to delay the onset of asymmetry. First, we confirm the existence of a pitchfork type bifurcation instability, already reported in similar geometries.
There is limited literature on efficacy in 5-aminolaevulinic acid (BF-200 ALA) and methyl-5-aminolaevulinate (MAL) for superficial basal cell carcinoma (sBCC).
In this work coexistence is studied using a model based on two classical population models: the quasispecies of Eigen and the daisyworld presented by Watson and Lovelock. It is assumed that species are able to modify the environment.