Variants of residual smoothing with a small residual gap
88 Citations•2019•
Kensuke Aihara, Ryosuke Komeyama, E. Ishiwata
BIT Numerical Mathematics
This work reformulate the smoothing scheme from a novel perspective, and designs a variant of residual smoothing in which the primary and smoothed sequences influence each other, which results in a smaller residual gap, and thus a higher attainable accuracy.
Abstract
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