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This can lead to substantial computational savings.
The Fourier-based approach offers important computational savings.
Our RNLM method takes advantage of recursion for computational savings, compared with the direct 3D NLM.
However, some computational savings can be obtained by a successive calculation of part of the gradients.
The primary computational savings result from the implementation of a HOLO algorithm.
Computational savings of up to an order of magnitude are observed.
Numerical results show both perturbative methods are fast and accurate, and can enable significant computational savings.
The computational savings are larger when a suboptimal Poisson solver is used.
The computational savings can be significant in calculating high energy eigenstates of large systems.
A foveated image representation provides extra computational savings and attenuation of background effects.
By avoiding the need to verify properties globally, significant computational savings can be achieved.
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