**Definition**: Metric Space

Let \(X\) be a set and \(d\) be a metric on \(X\). Then the pair \((X,d)\) is called a **metric space**.

| | | | | created: 2014-05-21 21:19:13 | modified: 2014-09-11 22:20:02 | by: *bookofproofs*

## 1.**Definition**: Isometry

## 2.**Definition**: Bounded Subset of a Metric Space

## 3.**Definition**: Diameter In Metric Spaces

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