1975•ACM SIGNUM NewsletterOpen access

An algorithm for a system of linear equations

Irving C. Tang

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Abstract

Two Dimensional Newton-Raphson and a Zero Jacobian (continued from page 41) whose determinant vanishes when y = x-2.The NR algorithm is readily reduced to (x) Yn+I/ Yn + 2-x~ Yn V(Yn -i)2/J

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Two Dimensional Newton-Raphson and a Zero Jacobian (continued from page 41) whose determinant vanishes when y = x-2.The NR algorithm is readily reduced to (x) Yn+I/ Yn + 2-x~ Yn V(Yn -i)2/J

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Two Dimensional Newton-Raphson and a Zero Jacobian (continued from page 41) whose determinant vanishes when y = x-2.The NR algorithm is readily reduced to (x) Yn+I/ Yn + 2-x~ Yn V(Yn -i)2/J

Key concepts: Citation, Computer science, Algorithm, Operations research, World Wide Web, Mathematics

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