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Application of Differential Transformation Method to Boundary Value Problems of Order Seven and Eight
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作者 r. b. ogunrinde O. M. Ojo 《American Journal of Computational Mathematics》 2018年第3期269-278,共10页
This paper presents the use of differential transformation method (DTM), an approximating technique for solving linear higher order boundary value problems. Using DTM, approximate solutions of order seven and eight bo... This paper presents the use of differential transformation method (DTM), an approximating technique for solving linear higher order boundary value problems. Using DTM, approximate solutions of order seven and eight boundary value problems were developed. Approximate results are given for some examples to illustrate the efficiency and accuracy of the method. The results from this method are compared with the exact solutions. 展开更多
关键词 DTM DIFFERENTIAL Equation BOUNDARY Value Problems Numerical Methods
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Development of a Numerical Scheme
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作者 r. b. ogunrinde T. E. Olaosebikan 《American Journal of Computational Mathematics》 2016年第1期49-54,共6页
In this paper, we developed a new numerical scheme which aimed to solve some initial value problems of ordinary differential equations. The full breakdown of this new numerical scheme derivation is presented. While in... In this paper, we developed a new numerical scheme which aimed to solve some initial value problems of ordinary differential equations. The full breakdown of this new numerical scheme derivation is presented. While in our subsequent research, we shall fully examine the characteristics of the scheme such as consistency, convergence and stability. Also, the implementation of this new numerical scheme shall be worked-on and comparison shall also be made with some existing methods. 展开更多
关键词 Numerical Scheme Ordinary Differential Equation Scheme Development
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Solution of Some Second Order Ordinary Differential Equations Using a Derived Algorithm
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作者 r. b. ogunrinde J. O. Olubunmi 《Applied Mathematics》 2019年第5期312-325,共14页
We emphasized explicitly on the derivation and implementation of a new numerical algorithm scheme which gave stable results that show the applicability of the method. In this paper, we aimed to solve some second order... We emphasized explicitly on the derivation and implementation of a new numerical algorithm scheme which gave stable results that show the applicability of the method. In this paper, we aimed to solve some second order initial value problems of ordinary differential equations and compare the results with the theoretical solution. Using this method to solve some initial value problems of second order ordinary differential equations, we discovered that the results compared favorably with the theoretical solution which led to the conclusion that the new numerical algorithm scheme derived in the research is approximately correct and can be prescribed for any related ordinary differential equations. 展开更多
关键词 NUMERICAL SCHEME Ordinary DIFFERENTIAL Equation SCHEME Development
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