Category:Definitions/Chebyshev Distance
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This category contains definitions related to the Chebyshev distance.
Related results can be found in Category:Chebyshev Distance.
The Chebyshev distance on $A_1 \times A_2$ is defined as:
- $\map {d_\infty} {x, y} := \max \set {\map {d_1} {x_1, y_1}, \map {d_2} {x_2, y_2} }$
where $x = \tuple {x_1, x_2}, y = \tuple {y_1, y_2} \in A_1 \times A_2$.
Pages in category "Definitions/Chebyshev Distance"
The following 9 pages are in this category, out of 9 total.
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- Definition:Chebyshev Distance
- Definition:Chebyshev Distance on Real Number Plane
- Definition:Chebyshev Distance on Real Vector Space
- Definition:Chebyshev Distance/Also known as
- Definition:Chebyshev Distance/General Definition
- Definition:Chebyshev Distance/Graphical Example
- Definition:Chebyshev Distance/Real Number Plane
- Definition:Chebyshev Distance/Real Vector Space