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Exact(58)
Step (3) requires O ( S ) additions and thus has a complexity of O ( S ).
This requires O(N) messages.
Calculating (mathrm{NEGD}) requires (O(n^3)) time.
The solution in [30] requires O(N.log(N)) messages.
The technique described in [1] requires O(Nlog5.4(N)) messages.
Therefore, Algorithm 1 requires O(n Δ2) time.
Either way, this requires O(N⌈ log2(N ⌉) space.
Note that this scheme requires O(N.polylog(N)) messages.
In algorithmic terms, the DFT requires O(N 2) arithmetic operations, whereas the FFT requires O(NlogN) arithmetic operations.
Similar(2)
Each scalar field requires O gd⌈ log2(N ⌉) space.
Each grid requires O gd⌈ log2(N ⌉) space.
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CEO of Professional Science Editing for Scientists @ prosciediting.com