2008Journal of the Nigerian Association of Mathematical PhysicsRequires access

On iterative solution of non-linear equation

O Ogbereyivwe, O Izevbizua

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Abstract

In solving non – linear equations by iterative method, Ohirhian (1994), (2005) [4],[5] developed a new algorithm based on cubic interpolation for solving non- linear equations of degree 1 to 3. The algorithm was found to be faster than the Regular falsi and the Newton Raphason method. This paper extend the algorithm to solving non linear equations of degree n by deriving a general formular, also some of the iteration procedures are reviewed for ease in computation. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 611-615

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In solving non – linear equations by iterative method, Ohirhian (1994), (2005) [4],[5] developed a new algorithm based on cubic interpolation for solving non- linear equations of degree 1 to 3. The algorithm was found to be faster than the Regular falsi and the Newton Raphason method. This paper extend the algorithm to solving non linear equations of degree n by deriving a general formular, also some of the iteration procedures are reviewed for ease in computation. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 611-615

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Available abstract

In solving non – linear equations by iterative method, Ohirhian (1994), (2005) [4],[5] developed a new algorithm based on cubic interpolation for solving non- linear equations of degree 1 to 3. The algorithm was found to be faster than the Regular falsi and the Newton Raphason method. This paper extend the algorithm to solving non linear equations of degree n by deriving a general formular, also some of the iteration procedures are reviewed for ease in computation. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 611-615

Key concepts: Mathematics, Iterative method, Degree (music), Computation, Applied mathematics, Linear equation, Interpolation (computer graphics), Linear interpolation

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