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Minimum polynomial extrapolation
Known as:
MPE
In mathematics, minimum polynomial extrapolation is a sequence transformation used for convergence acceleration of vector sequences, due to Sabay and…
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Related topics
Related topics
6 relations
Extrapolation
Interior reconstruction
List of numerical analysis topics
Moore–Penrose pseudoinverse
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Broader (1)
Numerical analysis
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Semantic Scholar uses AI to extract papers important to this topic.
2011
2011
On the application of the minimum polynomial extrapolation method to incompressible flows with heat transfer
Roberto Bertelle
,
Maria Rosaria Russo
,
M. Venturin
2011
Corpus ID: 55068196
In this paper, the Minimum Polynomial Extrapolation method (MPE) is used to accelerate the convergence of the Characteristic…
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2009
2009
Algorithms for DEDICOM: acceleration, deceleration, or neither?
Y. Takane
,
Zhidong Zhang
2009
Corpus ID: 55146881
Takane's original algorithm for DEDICOM (DEcomposition into DIrectional COMponents) was proposed more than two decades ago. There…
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1991
1991
Computation of the periodic steady-state response of lumped/distributed nonlinear network by extrapolation method
E.A.F. Abdalla
,
E. Hosny
,
M. A. Nassef
,
A. M. Moselhy
[] Proceedings of the 34th Midwest Symposium on…
1991
Corpus ID: 61025572
A minimum polynomial extrapolation has been implemented successfully on lumped/distributed nonlinear networks to obtain the rapid…
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