On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex - Info and Reading Options

By Young, David M.

"On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex" was published by Center for Numerical Analysis, University of Texas at Austin in 1970 - [Austin], it has 71 pages and the language of the book is English.

“On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex” Metadata:

Title: ➤ On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex
Author: Young, David M.
Language: English
Number of Pages: 71
Publisher: ➤ Center for Numerical Analysis, University of Texas at Austin
Publish Date: 1970
Publish Location: [Austin]

“On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex” Subjects and Themes:

Subjects: ➤ Data processing - Eigenvalues - Jacobi method - Matrices - Numerical analysis - Relaxation methods (Mathematics)

Edition Specifications:

Pagination: 71 l.

Edition Identifiers:

The Open Library ID: OL5172656M - OL5093174W
Library of Congress Control Number (LCCN): 74634170

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