Universal metric spaces according to W. Holsztynski
classification
🧮 math.GN
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metricholsztynskiaccordingcontinuousembeddableexistsfinitefollowing
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We show, following W. Holsztynski, that there exists a continuous metric d on the set of real numbers R such that any finite metric space is isometrically embeddable into (R,d).
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