(distance P Q dist-fn)
Compute the discrete frechet distance between two curves.
P
and Q
MUST be vectors; as well as each point (Pi, Qi)
on them. Example: [[1 2],[3 4]].
dist-fn
is a function used to evaluate the distance between any two
points of P and Q.
Compute the discrete frechet distance between two curves. - `P` and `Q` MUST be vectors; as well as each point (Pi, Qi) on them. Example: [[1 2],[3 4]]. - `dist-fn` is a function used to evaluate the distance between any two points of P and Q.
(euclidean point1 point2)
compute the Euclidean distance between two points. Both points must be N dimensional
compute the Euclidean distance between two points. Both points must be N dimensional
(partial-distance P Q dist-fn)
Compute the partial frechet distance among P and Q. The partial distance is calculated as the frechet distance among R and T, where R and T are the longest continuous sub-curves from P and Q that minimize the frechet distance.
P
and Q
MUST be vectors; as well as each point (Pi, Qi)
on them. Example: [[1 2],[3 4]]
dist-fn
is a function used to evaluate the distance between any two
points of P and Q.
WARNING: The partial-frechet distance is not a true mathematical metric. It was created by me to support my thesis work. Use at your own risk 👾
Compute the partial frechet distance among P and Q. The partial distance is calculated as the frechet distance among R and T, where R and T are the longest continuous sub-curves from P and Q that minimize the frechet distance. - `P` and `Q` MUST be vectors; as well as each point (Pi, Qi) on them. Example: [[1 2],[3 4]] - `dist-fn` is a function used to evaluate the distance between any two points of P and Q. WARNING: The partial-frechet distance is not a true mathematical metric. It was created by me to support my thesis work. Use at your own risk 👾
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