Jugando con las palabras: morfología para alumnos de primaria

La morfología es una rama de la gramática, que es encargada de explicar el funcionamiento propio de una lengua en cuanto a la variedad en las palabras de una estructura, con los procesos que intervienen en ellas. Además, clasifica a las palabras en grupos dentro de una lengua. Durante este trabajo se tratará de avanzar en cuanto a la enseñanza-aprendizaje se refiere de la morfología, englobada en la asignatura de Lengua Castellana y Literatura, en las aulas de educación primaria. Todo ello, tratado de una manera lúdica y atractiva para el alumnado que, además, aporte mayor variedad de posibilidades a los docentes para la enseñanza de la morfología.Grado en Educación Primari

Randić structure of a graph

AbstractLet G be a collection of graphs with n vertices. We present a simple description of [G]χ={H∈G:χ(H)=χ(G)} where χ denotes the Randić index. We associate to G a Q-linear map ρ:Qm→Qk (for some integers k,m depending on G) such that the kernel of ρ contains the necessary information to describe [G]χ in terms of linear equations. These results provide precise tools for analyzing the behavior of χ on a collection of graphs

On benzenoid systems with a minimal number of inlets

Inlets are features on the perimeter of a benzenoid system that determine numerous of its electronic and topological properties. A class of large benzenoid systems is constructed, having a small number of inlets. It is shown that the minimal number of inlets in a benzenoid system with h hexagons is less than or equal to 3(h 1) . Copyright ©2013 SCS

Randić Index of Benzenoid Systems and Phenylenes

A new parameter, related to and easily determined from the structure of a benzenoid system and that of a phenylene - the number of inlets (r) - is introduced. The connectivity (Randić) index of both benzenoid systems and phenylenes is then shown to depend solely on the number of vertices and on r. A simple relation is established between the connectivity index of a phenylene and of the corresponding hexagonal squeeze. Analogous relations are reported for the edge-connectivity indices

Onyx: describing emotions on the web of data

There are several different standardised and widespread formats to represent emotions. However, there is no standard semantic model yet. This paper presents a new ontology, called Onyx, that aims to become such a standard while adding concepts from the latest Semantic Web models. In particular, the ontology focuses on the representation of Emotion Analysis results. But the model is abstract and inherits from previous standards and formats. It can thus be used as a reference representation of emotions in any future application or ontology. To prove this, we have translated resources from EmotionML representation to Onyx. We also present several ways in which developers could benefit from using this ontology instead of an ad-hoc presentation. Our ultimate goal is to foster the use of semantic technologies for emotion Analysis while following the Linked Data ideals

Relaciones entre el mercado de divisas y el enfoque Elasticidades de la Balanza de Pagos

Fil: Verstraete, Juan M. C. E.. Universidad Nacional de Cuyo. Facultad de Ciencias EconómicasFil: Rada, Daniel A.. Universidad Nacional de Cuyo. Facultad de Ciencias Económica

Excellentissimo principi D. Ioanni Alfonso Pimentel Fernandez... Controversiarum theologicarum inter S. Thomam & Scotum prima pars consecrata

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