Precontinuity and applications

<p>In this note, a map f acting between metric (or topological) spaces is referred to be pre-continuous at a point x if, for some sequence  of points  different from x and converging to x, the sequence  converges to  (section 2, Definition 1).</p>

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Библиографические подробности
Главный автор: Janusz Matkowski (Автор)
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Опубликовано: Annals of Mathematics and Physics - Peertechz Publications, 2022-07-13.
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Итог:<p>In this note, a map f acting between metric (or topological) spaces is referred to be pre-continuous at a point x if, for some sequence  of points  different from x and converging to x, the sequence  converges to  (section 2, Definition 1).</p>
DOI:10.17352/amp.000044