Results 11 to 20 of about 655 (137)
On Partial Stochastic Comparisons Based on Tail Values at Risk
Mathematics, 2020 The tail value at risk at level p, with p ∈ ( 0 , 1 ) , is a risk measure that captures the tail risk of losses and asset return distributions beyond the p quantile. Given two distributions, it can be used to decide which is riskier.
Alfonso J. Bello +3 more
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An Inventory Model with Stock-Dependent Demand Rate and Maximization of the Return on Investment
Mathematics, 2021 This work presents an inventory model for a single item where the demand rate is stock-dependent. Three fixed costs are considered in the model: purchasing cost, ordering cost and holding cost.
Valentín Pando +2 more
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Informes de la Construccion, 2017 Se plantea el problema de las colas que se presentan habitualmente en los aseos de señoras en contraste con la fluidez con que se accede a los de caballeros, considerando que esta situación tiene solución ya que es sólo debida al mal dimensionado de los ...
P. Grima +2 more
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Using First-Passage Times to Analyze Tumor Growth Delay
Mathematics, 2021 A central aspect of in vivo experiments with anticancer therapies is the comparison of the effect of different therapies, or doses of the same therapeutic agent, on tumor growth.
Patricia Román-Román +3 more
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A Bayesian Model of COVID-19 Cases Based on the Gompertz Curve
Mathematics, 2021 The COVID-19 pandemic has highlighted the need for finding mathematical models to forecast the evolution of the contagious disease and evaluate the success of particular policies in reducing infections.
Ángel Berihuete +2 more
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Un frailty aditivo en modelos de supervivencia bivariante
Revista de Matemática: Teoría y Aplicaciones, 2009 Bivariate survival models based on the presence of an unobseved random covariate, grailty, tend to assume a proportional hazard hypothesis. A bivariate survival model is constructed.
Esteban Navarrete Álvarez +2 more
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Mathematics, 2021 Genomic heterogeneity constitutes one of the most distinctive features of cancer diseases, limiting the efficacy and availability of medical treatments.
José Carbonell-Caballero +3 more
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Two Stochastic Differential Equations for Modeling Oscillabolastic-Type Behavior
Mathematics, 2020 Stochastic models based on deterministic ones play an important role in the description of growth phenomena. In particular, models showing oscillatory behavior are suitable for modeling phenomena in several application areas, among which the field of ...
Antonio Barrera +2 more
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Some Notes about Inference for the Lognormal Diffusion Process with Exogenous Factors
Mathematics, 2018 Different versions of the lognormal diffusion process with exogenous factors have been used in recent years to model and study the behavior of phenomena following a given growth curve.
Patricia Román-Román +2 more
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Gene Set Analysis Using Spatial Statistics
Mathematics, 2021 Gene differential expression consists of the study of the possible association between the gene expression, evaluated using different types of data as DNA microarray or RNA-Seq technologies, and the phenotype.
Angela L. Riffo-Campos +2 more
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