Algorithms for Encoding and Decoding 3D Hilbert Orderings
David Walker
TL;DR
This paper introduces algorithms and pseudocode for efficiently encoding and decoding 3D Hilbert orderings, facilitating their application in multidimensional data processing.
Contribution
It provides the first comprehensive algorithms and pseudocode specifically designed for 3D Hilbert orderings, advancing multidimensional data indexing techniques.
Findings
Algorithms enable efficient encoding and decoding of 3D Hilbert curves
Pseudocode facilitates implementation of 3D Hilbert ordering
Enhances data locality in multidimensional datasets
Abstract
This paper presents algorithms and pseudocode for encoding and decoding 3D Hilbert orderings.
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Taxonomy
TopicsAdvanced Numerical Analysis Techniques · Computer Graphics and Visualization Techniques · Optics and Image Analysis