AbstractWe discuss the existence and uniqueness of a T0-quasi-metric space qU defined by the following three conditions: (i) qU is bicomplete and supseparable, (ii) every isometry between two finite subspaces of qU extends to an isometry of qU onto itself, and (iii) qU contains an isometric copy of every supseparable T0-quasi-metric space
Extending the well-known result that every fuzzy metric space, in the sense of Kramosil and Michalek...
summary:We characterize the quasi-metric spaces which have a quasi-metric half-comp\-le\-tion and de...
AbstractWe show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a sui...
AbstractWe discuss the existence and uniqueness of a T0-quasi-metric space qU defined by the followi...
We discuss the existence and uniqueness of a T0T0-quasi-metric space qUqU defined by the following t...
AbstractWe continue our study of the conjugate invariant method for completing an arbitrary T0-quasi...
We prove that every q-hyperconvex T0-quasi-metric space (X, d) is di-injective without appealing to ...
In this paper, we proved some fixed point results for maps in quasi-pseudometric spaces. The theorem...
AbstractWe present a conjugate invariant method for completing any T0-quasi-metric space. The comple...
In their previous paper [4], Künzi and Olela Otafudu constructed the ultra-quasi-metric hull of a T0...
In their previous paper [4], Künzi and Olela Otafudu constructed the ultra-quasi-metric hull of a T0...
Includes bibliographical references.Isbell showed that every metric space has an injective hull, tha...
AbstractWe continue our study of the conjugate invariant method for completing an arbitrary T0-quasi...
Includes abstract.Includes bibliographical references.The principal aim of this thesis is to investi...
summary:We characterize the quasi-metric spaces which have a quasi-metric half-comp\-le\-tion and de...
Extending the well-known result that every fuzzy metric space, in the sense of Kramosil and Michalek...
summary:We characterize the quasi-metric spaces which have a quasi-metric half-comp\-le\-tion and de...
AbstractWe show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a sui...
AbstractWe discuss the existence and uniqueness of a T0-quasi-metric space qU defined by the followi...
We discuss the existence and uniqueness of a T0T0-quasi-metric space qUqU defined by the following t...
AbstractWe continue our study of the conjugate invariant method for completing an arbitrary T0-quasi...
We prove that every q-hyperconvex T0-quasi-metric space (X, d) is di-injective without appealing to ...
In this paper, we proved some fixed point results for maps in quasi-pseudometric spaces. The theorem...
AbstractWe present a conjugate invariant method for completing any T0-quasi-metric space. The comple...
In their previous paper [4], Künzi and Olela Otafudu constructed the ultra-quasi-metric hull of a T0...
In their previous paper [4], Künzi and Olela Otafudu constructed the ultra-quasi-metric hull of a T0...
Includes bibliographical references.Isbell showed that every metric space has an injective hull, tha...
AbstractWe continue our study of the conjugate invariant method for completing an arbitrary T0-quasi...
Includes abstract.Includes bibliographical references.The principal aim of this thesis is to investi...
summary:We characterize the quasi-metric spaces which have a quasi-metric half-comp\-le\-tion and de...
Extending the well-known result that every fuzzy metric space, in the sense of Kramosil and Michalek...
summary:We characterize the quasi-metric spaces which have a quasi-metric half-comp\-le\-tion and de...
AbstractWe show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a sui...
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