Question

How can you modify the unaligned linear quadtree intersection algorithm so that the order of its execution time does not depend on the number of nodes in the output tree before merging (i.e., $M$ )?

   How can you modify the unaligned linear quadtree intersection algorithm so that the order of its execution time does not depend on the number of nodes in the output tree before merging (i.e., $M$ )?

Applications of spatial data structures to computer graphics

Applications of spatial data structures to computer graphics

Hanan Samet 1st Edition

Chapter 6, Problem 29

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When an intersection is found, a new node is created in the output tree to represent the intersection. The time complexity of this algorithm depends on the number of nodes in the output tree before merging, denoted as M. This is because for each intersection Show more…

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How can you modify the unaligned linear quadtree intersection algorithm so that the order of its execution time does not depend on the number of nodes in the output tree before merging (i.e., $M$ )?

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