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The discretisation of space ultimately allows for predictable and faster computes on congruent, aligned data
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This is the core principle explaining why DGGS improves computational performance. By representing space as discrete zones rather than continuous coordinates, spatial operations become simple ID comparisons rather than complex geometric intersections. This fundamental insight underpins all the performance benefits demonstrated in the paper's benchmarks.
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Richard M. Law
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Paper annotation: The discretisation of space ultimately allows for ...
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