"Four Steps Continuous Method for the Solution of y″= f (x, y, y′)"
written by Adetola Olaide Adesanya, Mattew Remilekun Odekunle, Mfon Odo Udoh,
published by American Journal of Computational Mathematics, Vol.3 No.2, 2013
has been cited by the following article(s):
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[2] Generalized One-Step Third Derivative Implicit Hybrid Block Method for the Direct Solution of Second Order Ordinary Differential Equation
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[3] k-Step Block Method Algorithm for Arbitrary Order Ordinary Differential Equations
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[4] K-Step Block Predictor-Corrector Methods for Solving First Order Ordinary Differential Equations
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[5] Runge Kutta Collocation Method for the Solution of First Order Ordinary Differential Equations
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[6] A Computational Approach in Estimating the Amount of Pond Pollution and Determining the Long Time Behavioural Representation of Pond Pollution Model
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[7] Multistep Collocation Block Method for Direct Solution of Second Order Ordinary Differential Equations
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[8] HYBRID ONE STEP BLOCK METHOD FOR THE SOLUTION OF FOURTH ORDER INITIAL VALUE PROBLEMS OF ORDINARY DIFFERENTIAL EQUATIONS
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[9] HYBRID ONE STEP BLOCK METHOD FOR THE SOLUTION OF THIRD ORDER INITIAL VALUE PROBLEMS OF ORDINARY DIFFERENTIAL EQUATIONS
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[10] Hybrid one step block method for the solution of third order initial value problems of ordinary differential equations.
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[11] A new numerical integrator for the solution of stiff first order ordinary differential equations
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[12] Hybrid block predictor-hybrid block corrector for the solution of first-order ordinary differential equations
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[13] Extended Block Integrator for First-Order Stiff and Oscillatory Differential Equations
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[14] One Step, Three Hybrid Block Predictor-Corrector Method for the Solution
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[15] THREE STEPS HYBRID BLOCK METHOD FOR THE SOLUTION OF GENERAL SECOND ORDER ORDINARY DIFFERENTIAL EQUATIONS
AO Adesanya, MK Fasasi, TA Anake - iphsci.com, 2013