0000000000384184

AUTHOR

Rafael-jacinto Villanueva

0000-0002-0131-0532

showing 6 related works from this author

Analysing the Spanish smoke-free legislation of 2006: a new method to quantify its impact using a dynamic model.

2011

Background: There are many models that study aspects of smoking habits: the influence of price, tax, relapse time, and the effects of prohibition. There are also studies examining the effects of the Spanish smoke-free law. We wanted to build a model able to separate the effect of the law from the pre-law evolution of smoking habits. Methods: Using data from the Spanish Ministry of Health and Social Policy, we developed a dynamic model of tobacco use. The model projects the evolution over time of the number of non-smokers, smokers and ex-smokers before 2006. Then, we compared the predictions of the model with data for the years after the law came into force, 2006 and 2009. Results: We show t…

Time Factorsmedicine.medical_treatmentMedicine (miscellaneous)Smoking PreventionSmoking cessationHealth policy evaluationMathematical modelRecurrencePrevalenceSecondary PreventionSmoking habitWorkplaceSmoke free legislationhealth care economics and organizationsmedia_commonSocial policyPriority journalPublic healthHealth PolicySmokingTobacco Use DisorderMiddle AgedTobacco smokingPolicybehavior and behavior mechanismsMATEMATICA APLICADASimulationHumanAdultmedicine.medical_specialtyAdolescentmedia_common.quotation_subjectHealth PromotionModels PsychologicalArticleSmoke free legislationYoung AdultEnvironmental healthmedicineHumansComputer SimulationHealth policyAgedbusiness.industryPublic healthGovernment regulationWork (physics)Health Surveysrespiratory tract diseasesHealth promotionSpainSmoking cessationSimulation modelSmoking CessationTobacco Smoke PollutionHabitbusinessPredictionControlled studyLawDemographyThe International journal on drug policy
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Modeling Chickenpox Dynamics with a Discrete Time Bayesian Stochastic Compartmental Model

2018

[EN] We present a Bayesian stochastic susceptible-exposed-infectious-recovered model in discrete time to understand chickenpox transmission in the Valencian Community, Spain. During the last decades, different strategies have been introduced in the routine immunization program in order to reduce the impact of this disease, which remains a public health's great concern. Under this scenario, a model capable of explaining closely the dynamics of chickenpox under the different vaccination strategies is of utter importance to assess their effectiveness. The proposed model takes into account both heterogeneous mixing of individuals in the population and the inherent stochasticity in the transmiss…

Article SubjectGeneral Computer ScienceComputer scienceComputationBayesian probabilityPosterior probabilityPopulation01 natural scienceslcsh:QA75.5-76.95010305 fluids & plasmas010104 statistics & probabilityMixing (mathematics)0103 physical sciencesmedicineEconometrics0101 mathematicseducationeducation.field_of_studyMultidisciplinaryChickenpoxPrediction intervalmedicine.diseaseVaccinationDiscrete time and continuous timePosterior predictive distributionlcsh:Electronic computers. Computer scienceMATEMATICA APLICADA
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A Probabilistic Analysis to Quantify the Effect of March 11, 2004, Attacks in Madrid on the March 14 Elections in Spain: A Dynamic Modelling Approach

2015

[EN] The bomb attacks in Madrid three days before the general elections of March 14, 2004, and their possible influence on the victory of PSOE (Spanish Workers Socialist Party), defeating PP (Popular Party), have been a matter of study from several points of view (i.e., sociological, political, or statistical). In this paper, we present a dynamic model based on a system of differential equations such that it, using data from Spanish CIS (National Center of Sociological Research), describes the evolution of voting intention of the Spanish people over time. Using this model, we conclude that the probability is very low that the PSOE would have won had the attack not happened.Moreover, after t…

Article SubjectOperations researchlcsh:MathematicsApplied Mathematicsmedia_common.quotation_subjectSociological researchVictoryDynamic modellinglcsh:QA1-939PoliticsEconomyVotingGeneral electionProbabilistic analysis of algorithmsCenter (algebra and category theory)MATEMATICA APLICADAAnalysisMathematicsmedia_commonAbstract and Applied Analysis
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Predicting cocaine consumption in Spain: A mathematical modelling approach

2010

In this article, we analyse the evolution of cocaine consumption in Spain and we predict consumption trends over the next few years. Additionally, we simulate some scenarios which aim to reduce cocaine consumption in the future (sensitivity analysis). Assuming cocaine dependency is a socially transmitted epidemic disease, this leads us to propose an epidemiological-type mathematical model to study consumption evolution. Model sensitivity analysis allows us to design strategies and analyse their effects on cocaine consumption. The model predicts that 3.5% of the Spanish population will be habitual cocaine consumers by 2015. The simulations carried out suggest that cocaine consumption prevent…

Consumption (economics)education.field_of_studyHealth (social science)Mathematical modelPopulationMedicine (miscellaneous)Spanish populationEconometricsEpidemic diseaseSensitivity (control systems)MATEMATICA APLICADAeducationPsychologySocial psychologyHealth policyDrugs: Education, Prevention and Policy
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Uncertainty quantification analysis of the biological Gompertz model subject to random fluctuations in all its parameters

2020

[EN] In spite of its simple formulation via a nonlinear differential equation, the Gompertz model has been widely applied to describe the dynamics of biological and biophysical parts of complex systems (growth of living organisms, number of bacteria, volume of infected cells, etc.). Its parameters or coefficients and the initial condition represent biological quantities (usually, rates and number of individual/particles, respectively) whose nature is random rather than deterministic. In this paper, we present a complete uncertainty quantification analysis of the randomized Gomperz model via the computation of an explicit expression to the first probability density function of its solution s…

Continuity partial differential equationStationary distributionDynamical systems theoryStochastic processGeneral MathematicsApplied MathematicsGompertz functionProbabilistic logicGeneral Physics and AstronomyStatistical and Nonlinear PhysicsProbability density function01 natural sciences010305 fluids & plasmasComplex systems with uncertainties0103 physical sciencesLiouville-Gibbs theoremApplied mathematicsInitial value problemUncertainty quantificationRandom nonlinear differential equationMATEMATICA APLICADA010301 acousticsMathematicsRandomized Gompertz model
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Predicting mobile apps spread: An epidemiological random network modeling approach

2017

[EN] The mobile applications business is a really big market, growing constantly. In app marketing, a key issue is to predict future app installations. The influence of the peers seems to be very relevant when downloading apps. Therefore, the study of the evolution of mobile apps spread may be approached using a proper network model that considers the influence of peers. Influence of peers and other social contagions have been successfully described using models of epidemiological type. Hence, in this paper we propose an epidemiological random network model with realistic parameters to predict the evolution of downloads of apps. With this model, we are able to predict the behavior of an app…

Behavior over timeRandom graph050103 clinical psychologyComputer scienceeducation05 social sciencesMobile appsMechanical engineeringEpidemiological random network050109 social psychologyComputer Graphics and Computer-Aided DesignData scienceRandom network modelTerm (time)UploadModeling and Simulationmental disordersKey (cryptography)0501 psychology and cognitive sciencesMobile app spreadPredictionMATEMATICA APLICADASoftwareNetwork modelSIMULATION
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