Distance from Manhattan to vs Euclidean to vs cherbihov

1.Distance from Manhattan to Euclidean

Taxi geometric orManhattan distanceManhattan distance is a geometric term used in geometric measurements to indicate the total absolute wheelbase of two points in the standard coordinate system. The red lines in the figure represent the distance between Manhattan and green.Euclidean distanceThat is, the straight line distance, while the blue and yellow represent the equivalent Manhattan distance.

2. Distance from cherbihov

Math, distance from cherbihov^{[1](Chebyshev
Distance) or ∞ measure is a measurement in vector space. The distance between two points is defined as the maximum value of their coordinate numerical difference. The distance between (x1, Y1) and (X2, Y2) is max (| x2-x1 |, | y2-y1 | ). Cherbihov is named after Russian mathematician cherbihov.}