67 citations · 88 across the 20 of their papers we have counts for
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math.NA2019★ 1 cited
Fast convergence to higher multiplicity zeros
Sara Pollock
In this paper, the Newton-Anderson method, which results from applying an extrapolation technique known as Anderson acceleration to Newton's method, is shown both analytically and…
math.NA2019
Benchmarking results for the Newton-Anderson method
Sara Pollock, Hunter Schwartz
This paper primarily presents numerical results for the Anderson accelerated Newton method on a set of benchmark problems. The results demonstrate superlinear convergence to soluti…
math.NA2019★ 67 cited
Anderson acceleration for contractive and noncontractive operators
Sara Pollock, Leo Rebholz
A one-step analysis of Anderson acceleration with general algorithmic depths is presented. The resulting residual bounds within both contractive and noncontractive settings reveal…