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  Published Paper Details:

  Paper Title

ITERATIVE METHODS FOR SOLVING ORDINARY DIFFERENTIAL EQUATIONS: A REVIEW

  Authors

  G.D. Kanade,  R.M. Dhaigude

  Keywords

Initial Value Problem, Consistency; Stability and convergence; Order of methods, Runge-Kutta method.

  Abstract


In the present paper we review some iterative methods for solving initial value problems of ordinary differential equations. The numerical methods are compared in terms of their convergence, accuracy and efficiency. Differential equations are one of the most important mathematical tools used to model physical and biological processes. Numerical methods are an important part of solving differential equations that arises from real-life situations, most especially in cases when it is difficult to obtain exact solutions by conventional methods.

  IJCRT's Publication Details

  Unique Identification Number - IJCRTL020078

  Paper ID - 216206

  Page Number(s) - 266-270

  Pubished in - Volume 10 | Issue 2 | February 2022

  DOI (Digital Object Identifier) -    http://doi.one/10.1729/Journal.29634

  Publisher Name - IJCRT | www.ijcrt.org | ISSN : 2320-2882

  E-ISSN Number - 2320-2882

  Cite this article

  G.D. Kanade,  R.M. Dhaigude,   "ITERATIVE METHODS FOR SOLVING ORDINARY DIFFERENTIAL EQUATIONS: A REVIEW", International Journal of Creative Research Thoughts (IJCRT), ISSN:2320-2882, Volume.10, Issue 2, pp.266-270, February 2022, Available at :http://www.ijcrt.org/papers/IJCRTL020078.pdf

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ISSN: 2320-2882
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Journal Starting Year (ESTD) : 2013
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ISSN and 7.97 Impact Factor Details


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ISSN: 2320-2882
Impact Factor: 7.97 and ISSN APPROVED
Journal Starting Year (ESTD) : 2013
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