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Some self starting Discrete Methods and Hybrid Block Methods of High Orders were constructed for solution of General Second and Third Order Initial Value Problems directly without reducing it to its equivalent first Order systems of Ordinary Differential Equations. The continuous formulations in each of the proposed integrator enabled us to differentiate and evaluate at some grid and off- grid points to take care of and in the Method. Also the Methods could equally handled Special cases of ODEs directly. Also derived was the new Method of obtaining Order and Error constants for Third Order Linear Multi-step Methods…mehr

Produktbeschreibung
Some self starting Discrete Methods and Hybrid Block Methods of High Orders were constructed for solution of General Second and Third Order Initial Value Problems directly without reducing it to its equivalent first Order systems of Ordinary Differential Equations. The continuous formulations in each of the proposed integrator enabled us to differentiate and evaluate at some grid and off- grid points to take care of and in the Method. Also the Methods could equally handled Special cases of ODEs directly. Also derived was the new Method of obtaining Order and Error constants for Third Order Linear Multi-step Methods
Autorenporträt
Dr Ademola M Badmus hold Nigerian certificate in Education (NCE) BSc, MSc and PhD in Numerical Analysis. He is currently lecturing both undergraduate and Graduate students at Nigerian Defence Academy kaduna, Nigeria. He is happily married with children.