DERIVATION OF A 2-POINT VARIABLE STEP SIZE SUPER CLASS OF BLOCK BACKWARD DIFFERENTIATION FORMULA FOR SOLVING SECONND ORDER ORDINARY DIFFERENTIAL EQUATIONS (ODEs)

Authors

  • BALA NAJAMUDDEEN Department of Statistics, Federal Polytechnic Kaura Namoda, Zamfara State, Nigeria. Author
  • KAMALUDDEEN UMAR DANMALAM Department of Statistics, Federal Polytechnic Kaura Namoda, Zamfara State, Nigeria. Author

DOI:

https://doi.org/10.70382/sjasor.v7i9.027

Keywords:

2-Point Variable, Step Size Super Class, Block Backward, Seconnd Order, Ordinary Differential Equations (ODEs)

Abstract

In this paper the detail of the derivation of a new numerical method for the nummerical integration of second order ODEs is presented with variable step size strategy, the order of the method is two, and the stability analysis of the method shows that the method is zero stable and it is Convergent,   therefore the method can serve as an efficient method for solving second order ODEs.

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Published

2025-01-31

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How to Cite

BALA NAJAMUDDEEN, & KAMALUDDEEN UMAR DANMALAM. (2025). DERIVATION OF A 2-POINT VARIABLE STEP SIZE SUPER CLASS OF BLOCK BACKWARD DIFFERENTIATION FORMULA FOR SOLVING SECONND ORDER ORDINARY DIFFERENTIAL EQUATIONS (ODEs). Journal of Advanced Science and Optimization Research, 7(9). https://doi.org/10.70382/sjasor.v7i9.027

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