6,421 research outputs found

    A Reformulation of Matrix Graph Grammars with Boolean Complexes

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    Prior publication in the Electronic Journal of Combinatorics.Graph transformation is concerned with the manipulation of graphs by means of rules. Graph grammars have been traditionally studied using techniques from category theory. In previous works, we introduced Matrix Graph Grammars (MGG) as a purely algebraic approach for the study of graph dynamics, based on the representation of simple graphs by means of their adjacency matrices. The observation that, in addition to positive information, a rule implicitly defines negative conditions for its application (edges cannot become dangling, and cannot be added twice as we work with simple digraphs) has led to a representation of graphs as two matrices encoding positive and negative information. Using this representation, we have reformulated the main concepts in MGGs, while we have introduced other new ideas. In particular, we present (i) a new formulation of productions together with an abstraction of them (so called swaps), (ii) the notion of coherence, which checks whether a production sequence can be potentially applied, (iii) the minimal graph enabling the applicability of a sequence, and (iv) the conditions for compatibility of sequences (lack of dangling edges) and G-congruence (whether two sequences have the same minimal initial graph).This work has been partially sponsored by the Spanish Ministry of Science and Innovation, project METEORIC (TIN2008-02081/TIN)

    El insight emocional. Análisis de las campañas navideñas de Campofrío

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    El presente Trabajo de Fin de Grado aborda el concepto insight desde el punto de vista de la emoción y su uso como herramienta de diferenciación con centro en los consumidores. Todo ello ilustrado con el análisis descriptivo de las Campañas de Navidad de la marca Campofrío.Departamento de Historia Moderna, Contemporánea y de América, Periodismo y Comunicación Audiovisual y PublicidadGrado en Publicidad y Relaciones Pública

    En torno a la exposición “Naturalezas Ilustradas. La Colección Van Berkhey del Museo Nacional de Ciencias Naturales” que se celebra en el MNCN.CSIC

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    Sección: La RedLa conocida como colección Van Berkhey, que se custodia en el Archivo del Museo Nacional de Ciencias Naturales, fue comprada por la Corona en 1785: un rey a quién le gustaba la Ciencia (https://www.museodelprado.es/coleccion/galeria-on-line/galeria-on-line/obra/carlos-iii-nino/), un Secretario de Estado y del Despacho que deseaba ilustrar a la sociedad española, un Cónsul de España en Ámsterdam polifacético y un Director de uno de los mejores Gabinetes de Historia Natural, se comprometieron en la tarea de adquirir la colección de Historia Natural del médico neerlandés Johannes Le Francq van Berkhey, una de las más famosas de Europa en su época.N

    Suavidad, convexidad, dualidad y renormamientos

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    The goal of this Bachelor thesis is to study some specifical geometric properties, which are related to the convexity and smoothness of Banach spaces. More precisely we will go over the definitions of strict convexity, uniform convexity, smoothness and uniform smoothness. We will study some duality relationships between strict convexity and smoothness, namely that the strict convexity (smoothness) of the dual norm implies the smoothness (strict convexity) of the norm. We show an example proving that the converse of this duality results do not hold. However, we will prove that there is a complete duality relationship between uniform convexity and uniform smoothness through Lindenstrauss’ formula. With regard to renorming theory, it will be also showed that every separable space can be renormed in order to be strictly convex. We will go also over Enflo’s Theorem: a space is superreflexive if and only if it admits an uniform convex renorming. In the last chapter we improve the above results. In fact, almost all renormings of a separable space are strictly convex and almost all renomings of a superreflexive space are uniformly convex.Universidad de Sevilla. Grado en Matemática

    La demostración de un absurdo

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    19351935 (N43).Appartient à l’ensemble documentaire : NordPdeC

    Tras las huellas de Sileno. Imágenes del conocer

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    The purpose of this paper is to appeal, even though quite shortly, to sorne of the problematic dimensions involved in a cognitive capacity certainly enigmatic: the power of remaking the stream of experience, concluding, not only causes from effects, but also relevant facts from their signs. This capacity may be found in the basis of the most primary possibility of finding one's way in the world, being thus the support of a development in reality to which philosophical reflection has paid much attention in different ways. It has been Charles Sanders Peirce's excellence which made us know that this mechanism of knowledge responds to a rational pattem: the first step of every investigation, the abductive form of inference, that is one's own adoption to an interpretative hypothesis about facts. It is quite clear that the matter we here dealt with, is the relationship what is perceptible and what is intelligible, taking into account all the meaning of those words
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