<b>Hausdorff Nonstandard Extensions</b> - doi: 10.5269/bspm.v20i1-2.7519
Resumen
We introduce the notion of Hausdorff extension of an arbitrary set X and we study the connections with the Stone-Cech compactification \beta X of the discrete space X. We characterize those Hausdorff extensions that satisfy the “transfer principle” of nonstandard analysis, and we investigate the consistency strength of their existence.
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