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2013•Procedia - Social and Behavioral SciencesOpen access

Application of Simple Iterative Ordinary Differential Equations

Maitree Podisuk

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Abstract

A Pelczar, in [1], introduced and proved the existence and uniqueness of the iterative ordinary differential equations. M. Podisuk, in [2], introduced and proved the existence and uniqueness of the simple iterative ordinary differential equations. In this paper, the application of the simple iterative ordinary differential equations in the area of population growth will be illustrated and their results are shown in the examples.

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What this paper is about

A Pelczar, in [1], introduced and proved the existence and uniqueness of the iterative ordinary differential equations. M. Podisuk, in [2], introduced and proved the existence and uniqueness of the simple iterative ordinary differential equations. In this paper, the application of the simple iterative ordinary differential equations in the area of population growth will be illustrated and their results are shown in the examples.

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Available abstract

A Pelczar, in [1], introduced and proved the existence and uniqueness of the iterative ordinary differential equations. M. Podisuk, in [2], introduced and proved the existence and uniqueness of the simple iterative ordinary differential equations. In this paper, the application of the simple iterative ordinary differential equations in the area of population growth will be illustrated and their results are shown in the examples.

Key concepts: Ordinary differential equation, Uniqueness, Mathematics, Simple (philosophy), Iterative method, Differential equation, Applied mathematics, Numerical partial differential equations

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