aplicando el aula invertida (flipped room) para mejorar el aprendizaje de conceptos matemáticos. En este caso puntual, la fórmula del área de una elipse. Como es usual en este tipo de implementaciones didácticas, se les aplican a los estudiantes de manera diferenciada la estrategia de enseñanza aula invertida y de método tradicional a dos cursos elegidos previamente. Palabras clave: principio de Cavalieri, aula invertida, área de la elipse y la circunferencia.
The Poisson, geometric and Bernoulli distributions are special cases of a flexible count distribution, namely the Conway-Maxwell-Poisson (CMP) distribution -a two-parameter generalization of the Poisson distribution that can accommodate data over-or under-dispersion. This work further generalizes the ideas of the CMP distribution by considering sums of CMP random variables to establish a flexible class of distributions that encompasses the Poisson, negative binomial, and binomial distributions as special cases. This sum-of-Conway-Maxwell-Poissons (sCMP) class captures the CMP and its special cases, as well as the classical negative binomial and binomial distributions. Through simulated and real data examples, we demonstrate this model's flexibility, encompassing several classical distributions as well as other count data distributions containing significant data dispersion.
What is a ‘cascading failure’? Whilst most people have an intuitive idea of what is meant by cascading, no definition exists within the framework of reliability theory. The aim of this paper is to explore the field of component dependence within a network structure, and to construct a definition of cascading failure.
What is a 'cascading failure'? Whilst most people have an intuitive idea of what is meant by cascading, no definition exists within the framework of reliability theory. The aim of this paper is to explore the field of component dependence within a network structure, and to construct a definition of cascading failure.
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