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τ-metrizable spaces
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<p>In [1], A. A. Borubaev introduced the concept of τ-metric space, where τ is an arbitrary cardinal number. The class of τ-metric spaces as τ runs through the cardinal numbers contains all ordinary metric spaces (for τ = 1) and thus these spaces are a generalization of metric spaces. In this paper the notion of τ-metrizable space is considered.</p>
Title: τ-metrizable spaces
Description:
<p>In [1], A.
A.
Borubaev introduced the concept of τ-metric space, where τ is an arbitrary cardinal number.
The class of τ-metric spaces as τ runs through the cardinal numbers contains all ordinary metric spaces (for τ = 1) and thus these spaces are a generalization of metric spaces.
In this paper the notion of τ-metrizable space is considered.
</p>.
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