How to cite Taxicab geometry
Also: Rectilinear distance, Snake distance, City block distance, Manhattan distance, Manhattan length
Metric geometry
A taxicab geometry is a geometry in which the distance function is replaced by a new metric in which the distance between two points is the sum of the absolute differences of their Cartesian coordinates.
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Citation in Bibtex format
@article{krause1973taxicab,
title={Taxicab geometry},
author={Krause, Eugene F},
journal={The Mathematics Teacher},
volume={66},
number={8},
pages={695--706},
year={1973},
publisher={JSTOR}
}
title={Taxicab geometry},
author={Krause, Eugene F},
journal={The Mathematics Teacher},
volume={66},
number={8},
pages={695--706},
year={1973},
publisher={JSTOR}
}
@article{krause1973taxicab,
title={Taxicab geometry},
author={Krause, Eugene F},
journal={The Mathematics Teacher},
volume={66},
number={8},
pages={695--706},
year={1973},
publisher={JSTOR}
}
title={Taxicab geometry},
author={Krause, Eugene F},
journal={The Mathematics Teacher},
volume={66},
number={8},
pages={695--706},
year={1973},
publisher={JSTOR}
}
Copy to clipboard: CTLR + C, then ENTER or click OK
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