C-Programmierung
Kd-Tree Median Insertion
← kd-Tree Insertion | ● | Kd-Tree Deletion →
Assumption of evenly distributed points does not hold all the time.
- if all points are available upfont as a list
- a balanced tree can be enforced by
- inserting the median point along the according axis.
- and repeat the insertion recursively for the left and right remainders of the list.
- a balanced tree can be enforced by
Example of median insertion of German PLZs:
- maximum tree depth: 29
- average path length: 16.0333
Compared to unbalanced insertion of German PLZs:
- maximum tree depth: 76
- average path length: 43.85
performance increase: balanced version about 3 times faster
← kd-Tree Insertion | ● | Kd-Tree Deletion →