Which book is best book for metric space?
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Book recommendation for Metric Spaces
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What are good books for special relativity?
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Geometry Book Recommendation?
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diameter on a compact metric space
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Some equivalent formulations of compactness of a metric space
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Books on functional equations
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Book recommendation on plane Euclidean geometry
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Distances between closed sets on metric spaces
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Bounded sequence in a metric space
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Best books for mathematical background?
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Hyperbolic metric geodesically complete
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Real numbers equipped with the metric $ d (x,y) = | \arctan(x) - \arctan(y)| $ is an incomplete metric space
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Best book on axiomatic set theory.
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Variation of the metric with respect to the metric
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Show that any set in a metric space can be written as the intersection of open sets
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Is this metric space incomplete?
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Best books on Representation theory