Pseudonearness is a common enlargement of bornology, b-topology, pseudoproximity and classical nearness as well. Furthermore, generalized contiguity, here defined as contiguous pseudonearness, can be dealt with.By using the b-completion of a regulative contiguous pseudonear space we obtain its b-compactification, which in a special case represents the Hausdorff compactification of the induced Efremovič proximity space.
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Leseberg et al. (2024) studied this question.
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