diff --git a/js/dos/ext/vis/examples/graph2d/06_interpolation.html b/js/dos/ext/vis/examples/graph2d/06_interpolation.html new file mode 100644 index 0000000..47b31d6 --- /dev/null +++ b/js/dos/ext/vis/examples/graph2d/06_interpolation.html @@ -0,0 +1,101 @@ + + +
+uniform
, chordal
and centripetal
. Alternatively you can disable the Catmull-Rom interpolation and
+ a linear interpolation will be used. The centripetal
parametrization produces the best result (no self intersection, yet follows the line closely) and is therefore the default setting.
+ centripetal
and chordal
parametrization, the distances between the points have to be calculated and this makes these methods computationally intensive
+ if there are very many points. The uniform
parametrization still has to do transformations, though it does not have to calculate the distance between point. Finally, the
+ linear interpolation is the fastest method. For more on the Catmull-Rom method, C. Yuksel et al. have an interesting paper titled ″On the parametrization of Catmull-Rom Curves″.
+