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Listar por autor "Moreno Casablanca, Rocío"                

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    • Artículo
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      A comprehensive approach for discrete resilience of complex networks 

      Moreno Casablanca, Rocío; Criado Herrero, Regino; Mesa López-Colmenar, Juan Antonio; Romance, Miguel (AIP Publishing, 2023)
      The research and use of the term resilience in various types of technological, physiological, and socioeconomic systems ...
    • Artículo
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      Average connectivity of minimally 2-connected graphs and average edge-connectivity of minimally 2-edge-connected graphs 

      Moreno Casablanca, Rocío; Mol, Lucas; Oellermann, Ortrud R. (Elsevier, 2021)
      Let G be a (multi)graph of order n and let u, v be vertices of G. The maximum number of internally disjoint u–v paths in ...
    • Artículo
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      Average distance in the strong product of graphs 

      Moreno Casablanca, Rocío; Favaron, Odile; Kouider, Mekkia (Utilitas Mathematica Publishing, 2014)
    • Artículo
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      Characterizing slope regions 

      González Díaz, Rocío; Batavia, Darshan; Moreno Casablanca, Rocío; Kropatsch, Walter G. (Springer, 2021)
      This paper provides a theoretical characterization of monotonically connected image surface regions, called slope regions. ...
    • Ponencia
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      Computing and reducing slope complexes 

      Kropatsch, Walter G.; Moreno Casablanca, Rocío; Batavia, Darshan; González Díaz, Rocío (Springer, 2019)
      In this paper we provide a new characterization of cell de- composition (called slope complex) of a given 2-dimensional ...
    • Ponencia
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      Congratulations! Dual Graphs are Now Orientated! 

      Batavia, Darshan; Kropatsch, Walter G.; Moreno Casablanca, Rocío; González Díaz, Rocío (Springer, 2019)
      A digital image can be perceived as a 2.5D surface consisting of pixel coordinates and the intensity of pixel as height ...
    • Ponencia
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      Counting slope regions in the surface graphs 

      Batavia, Darshan; Kropatsch, Walter G.; González Díaz, Rocío; Moreno Casablanca, Rocío (TUGraz OPEN Library, 2019)
      The discrete version of a continuous surface sampled at optimum sampling rate can be well expressed in form of a ...
    • Artículo
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      Distance and Eccentric sequences to bound the Wiener index, Hosoya polynomial and the average eccentricity in the strong products of graphs 

      Moreno Casablanca, Rocío; Dankelmann, Peter (Elsevier, 2019)
      This paper is concerned with the strong product of two graphs, and , and bounds on the Wiener index, Hosoya polynomial ...
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      Gromov hyperbolicity in strong product graphs 

      Carballosa, Walter; Moreno Casablanca, Rocío; Cruz, Amauris de la; Rodríguez, José M. (E-JC, 2013)
      If X is a geodesic metric space and x1; x2; x3 2 X, a geodesic triangle T = fx1; x2; x3g is the union of the three geodesics ...
    • Artículo
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      On average connectivity of the strong product of graphs 

      Abajo Casado, María Encarnación; Moreno Casablanca, Rocío; Diánez Martínez, Ana Rosa; García Vázquez, Pedro (Elsevier, 2013)
      The average connectivity κ(G) of a graph G is the average, over all pairs of vertices, of the maximum number of internally ...
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      On Generalized 3-Connectivity of the Strong Product of Graphs 

      Abajo Casado, María Encarnación; Moreno Casablanca, Rocío; Diánez Martínez, Ana Rosa; García Vázquez, Pedro (University of Belgrade, 2018)
      Let G be a connected graph with n vertices and let k be an integer such that 2 k n. The generalized connectivity ...
    • Ponencia
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      On the Space Between Critical Points 

      Kropatsch, Walter G.; Moreno Casablanca, Rocío; Batavia, Darshan; González Díaz, Rocío (Springer, 2019)
      The vertices of the neighborhood graph of a digital picture P can be interpolated to form a 2-manifold M with critical ...
    • Ponencia
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      On the vulnerability of some families of graphs 

      Moreno Casablanca, Rocío; Diánez Martínez, Ana Rosa; García Vázquez, Pedro (Iniciativa Digital Politècnica, 2010)
      The toughness of a noncomplete graph G is defined as τ (G) = min{|S|/ω(G − S)}, where the minimum is taken over all ...
    • Tesis Doctoral
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      Reliability of networks modelled by graph products 

      Moreno Casablanca, Rocío (2014-05-26)
      A general purpose in Graph Theory is to describe any graph structure and provide all the information about it as possible. ...
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      Superconnectivity of Networks Modeled by the Strong Product of Graphs 

      Moreno Casablanca, Rocío; Cera López, Martín; García Vázquez, Pedro; Valenzuela Tripodoro, Juan Carlos (University of Belgrade, 2015)
      Maximal connectivity and superconnectivity in a network are two important features of its reliability. In this paper, ...
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      The maximum average connectivity among all orientations of a graph 

      Moreno Casablanca, Rocío; Dankelmann, Peter; Goddard, Wayne; Mol, Lucas; Oellermann, Ortrud R. (Springer, 2021)
      For distinct vertices u and v in a graph G, the connectivity between u and v, denoted κG(u,v), is the maximum number of ...
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      The Menger number of the strong product of graphs 

      Abajo Casado, María Encarnación; Moreno Casablanca, Rocío; Diánez Martínez, Ana Rosa; García Vázquez, Pedro (Elsevier, 2013)
      The xy-Menger number with respect to a given integer ℓ, for every two vertices x, y in a connected graph G, denoted by ...
    • Artículo
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      Toughness of the corona of two graphs 

      Moreno Casablanca, Rocío; Diánez Martínez, Ana Rosa; García Vázquez, Pedro (Taylor and Francis, 2011)
      The toughness of a non-complete graph G = (V , E) is defined as τ (G) = min{|S|/ω(G − S)}, where the minimum is taken ...