R
Raul Nistal
Researcher at University of the Basque Country
Publications - 47
Citations - 327
Raul Nistal is an academic researcher from University of the Basque Country. The author has contributed to research in topics: Epidemic model & Equilibrium point. The author has an hindex of 9, co-authored 47 publications receiving 272 citations. Previous affiliations of Raul Nistal include University of Barcelona.
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Controlled drop emission by wetting properties in driven liquid filaments
TL;DR: It is demonstrated that this wetting-based destabilization mechanism of forced microfilaments on either hydrophilic or hydrophobic stripes that leads to the periodic emission of droplets can be used to control independently the drop size and emission period, opening the possibility of highly monodisperse and flexible drop production techniques in open microfluidic geometries.
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On a New Epidemic Model with Asymptomatic and Dead-Infective Subpopulations with Feedback Controls Useful for Ebola Disease
TL;DR: In this article, the authors studied the nonnegativity and local and global stability properties of the solutions of a newly proposed SEIADR model which incorporates asymptomatic and dead-infective subpopulations into the standard SEIR model and, in parallel, it incorporates feedback vaccination plus a constant term on the susceptible and feedback antiviral treatment controls on the symptomatic infectious subpopulation.
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On an SEIADR epidemic model with vaccination, treatment and dead-infectious corpses removal controls
TL;DR: The non-negativity and stability properties of the solutions of a newly proposed SEIADR model with six subpopulations, namely, susceptible–exposed–symptomatic infectious–asymptomatic infected–dead infectious corpses–recovered model, of potential interest in the characterization and control of the Ebola pandemic are studied.
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On a SIR Model in a Patchy Environment Under Constant and Feedback Decentralized Controls with Asymmetric Parameterizations
TL;DR: The paper investigates the existence, allocation (depending on the vaccination control gains) and uniqueness of the disease-free equilibrium point as well as the existence of at least a stable endemic equilibrium point.
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On a New Discrete SEIADR Model with Mixed Controls: Study of Its Properties
TL;DR: In this article, a new discrete SEIADR epidemic model is built based on previous continuous models, which includes two types of vaccinations, a constant one and another proportional to the susceptible subpopulation, as well as a treatment control applied to the infected subpopulation.