We prove local improvement results which describe the performance of the iteration up to the point where the accuracy of the function evaluation causes the ...
This paper provides theoretical justification that Anderson acceleration (AA) improves the convergence rate of contractive fixed-point iterations in the ...
We analyze the convergence of Anderson acceleration when the fixed point map is corrupted with errors. We consider uniformly bounded errors and stochastic ...
Jan 1, 2017 · We analyze the convergence of Anderson acceleration when the xed point map is corrupted with errors. We consider uniformly bounded errors ...
Oct 22, 2024 · 17 In this context, the use of AAR allows to leverage less expensive operator evaluations without affecting the final attainable accuracy of the ...
Abstract. We analyze the convergence of Anderson acceleration when the fixed point map is corrupted with errors. We consider uniformly bounded errors and ...
Local Improvement Results for Anderson Acceleration and Inaccurate Function Evaluations. Department of Mathematics Box 8205. North Carolina State University
Oct 26, 2017 · Here, we analyze the convergence of Anderson acceleration when the fixed point map is corrupted with errors. We also consider uniformly ...
Jan 1, 2017 · Local Improvement Results for Anderson Acceleration with Inaccurate Function Evaluations. Show authors. by Thomas M Evans, Steven P Hamilton ...
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We analyze the convergence of Anderson acceleration when the fixed point map is corrupted with errors. We consider uniformly bounded errors and stochastic ...