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An Acceleration Process for Iterated Vectors Generated by a Real Symmetric Matrix
en
論文
Toyota College of Technology 2 - 1 Eisei - Cho Toyota 471 Japan
Ken Iguchi
We define an acceleration process for iterated vectors generated by a matrix iterative process. We consider here an algorithm in which the acceleration process is applied once after every m+2 iterations of a matrix iterative process. Then our aim is to determine the number m (precisely m+2) required for each application of the acceleration process to be effective. Two examples are given to demonstrate the analytical results and to compare then with Jennings' acceleration process.
We define an acceleration process for iterated vectors generated by a matrix iterative process. We consider here an algorithm in which the acceleration process is applied once after every m+2 iterations of a matrix iterative process. Then our aim is to determine the number m (precisely m+2) required for each application of the acceleration process to be effective. Two examples are given to demonstrate the analytical results and to compare then with Jennings' acceleration process.
AN00116647
情報処理学会論文誌
36
3
519-524
1995-03-15
1882-7764