Now showing items 1-15 of 15

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      Algunas notas sobre mosaicos de Penrose 

      Cáceres González, José; Gegúndez Arias, Manuel Emilio; Maestre Hachero, Manuel; Márquez Pérez, Alberto (Alberto Márquez, 2002)
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      An aperiodic tiles machine 

      Cáceres González, José; Márquez Pérez, Alberto (2002)
      The results we introduce in this work lead to get an algorithm which produces aperiodic sets of tiles using Voronoi diagrams. ...
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      Combinatorial structures of three vertices and Lie algebras 

      Cáceres González, José; Ceballos González, Manuel; Núñez Valdés, Juan; Puertas González, María Luz; Tenorio Villalón, Ángel Francisco (Computational and Mathematical Methods in Science and Engineering, 2011)
      In this paper, we characterize digraphs of 3 vertices associated with Lie algebras according to isomorphism classes of ...
    • Chapter of Book
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      Compact Grid Representation of Graphs 

      Cáceres González, José; Grima Ruiz, Clara Isabel; Cortés Parejo, María del Carmen; Hachimori, Masahiro; Márquez Pérez, Alberto; Mukae, Raiji; Nakamoto, Atsuhiro; Negami, Seiya; Robles Arias, Rafael; Valenzuela Muñoz, Jesús (2011)
      A graph G is said to be grid locatable if it admits a representation such that vertices are mapped to grid points and edges ...
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      Dilation-free graphs in the l1 metric 

      Cáceres González, José; Grima Ruiz, Clara Isabel; Márquez Pérez, Alberto; Moreno González, Auxiliadora (2007)
      The dilation-free graph of a planar point set S is a graph that spans S in such a way that the distance between two points ...
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      Graph operations and Lie algebras 

      Cáceres González, José; Ceballos González, Manuel; Núñez Valdés, Juan; Puertas González, María Luz (Taylor & Francis, 2013)
      This paper deals with several operations on graphs and combinatorial structures linking them with their associated Lie ...
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      Una máquina generadora de losetas aperiódicas 

      Cáceres González, José; Márquez Pérez, Alberto; Moreno González, Auxiliadora (Sociedad Matemática Española, 2000)
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      Puntos en posición general para una λ-distancia 

      Cáceres González, José; Grima Ruiz, Clara Isabel; Márquez Pérez, Alberto; Moreno González, Auxiliadora (Alberto Márquez, 2002)
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      Rebuilding convex sets in graphs 

      Cáceres González, José; Márquez Pérez, Alberto; Oellermann, Ortrud R.; Puertas González, María Luz (2005)
      The usual distance between pairs of vertices in a graph naturally gives rise to the notion of an interval between a pair ...
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      Reconstrucción de conjuntos convexos en grafos 

      Cáceres González, José; Márquez Pérez, Alberto; Puertas González, María Luz (Alberto Márquez, 2002)
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      Resolving sets for Johnson and Kneser graphs 

      Bailey, Robert F.; Cáceres González, José; Garijo Royo, Delia; González Herrera, Antonio; Márquez Pérez, Alberto; Meagher, Karen; Puertas González, María Luz (2013)
      A set of vertices SS in a graph GG is a resolving set for GG if, for any two vertices u,vu,v, there exists x∈Sx∈S such ...
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      Steiner distance and convexity in graphs 

      Cáceres González, José; Márquez Pérez, Alberto; Puertas González, María Luz (2008)
      We use the Steiner distance to define a convexity in the vertex set of a graph, which has a nice behavior in the well-known ...
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      The determining number of Kneser graphs 

      Cáceres González, José; Garijo Royo, Delia; González Herrera, Antonio; Márquez Pérez, Alberto; Puertas González, María Luz (2013)
      A set of vertices S is a determining set of a graph G if every automorphism of G is uniquely determined by its action on ...
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      The determining number of Kneser graphs 

      Puertas González, María Luz; Cáceres González, José; Garijo Royo, Delia; González Herrera, Antonio; Márquez Pérez, Alberto (2013)
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      Towards a new framework for domination 

      Cáceres González, José; Márquez Pérez, Alberto; Morales, María; Puertas González, María Luz (2011)
      Dominating concepts constitute a cornerstone in Graph Theory. Part of the efforts in the field have been focused in finding ...