Category:Definitions/Real Number Line with Euclidean Metric

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This category contains definitions related to Real Number Line with Euclidean Metric.
Related results can be found in Category:Real Number Line with Euclidean Metric.


On the real number line, the Euclidean metric can be seen to degenerate to:

$\map d {x, y} := \sqrt {\paren {x - y}^2} = \size {x - y}$

where $\size {x - y}$ denotes the absolute value of $x - y$.

Pages in category "Definitions/Real Number Line with Euclidean Metric"

The following 3 pages are in this category, out of 3 total.