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Listar por autor "Sanchez Granero, Miguel Angel"

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Listar por autor "Sanchez Granero, Miguel Angel"

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    On the construction of domains of formal balls for uniform spaces 
    Romaguera Bonilla, Salvador; Sanchez Granero, Miguel Angel; Sanchis Lopez, Manuel (Elsevier, 2014-03)
    In the spirit of the well-known constructions of Edalat and Heckmann for metric spaces, we endow the set of formal (closed) balls of a given uniform space with a structure of poset and prove several of its properties, which ...
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    Some properties of bornological convergences 
    Rodríguez López, Jesús; Sanchez Granero, Miguel Angel (Elsevier, 2011-01-01)
    We study some basic properties of the so-called bornological convergences in the realm of quasi-uniform spaces. In particular, we revisit the results about when these convergences are topological by means of the use of ...
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    T_0*-compactification in the hyperspace 
    Kunzi, Hans-Peter Albert; Romaguera Bonilla, Salvador; Sanchez Granero, Miguel Angel (Elsevier, 2012-04)
    A *-compactification of a T0 quasi-uniform space (X,U) is a compact T0 quasi-uniform space (Y,V) that has a T(V∨V−1)-dense subspace quasi-isomorphic to (X,U). In this paper we study when the hyperspace with the Hausdorff–Bourbaki ...