Numerical application of generalized monotone method for population models

Document Type

Article

Publication Date

9-1-2012

Abstract

This paper provides a methodology to compute coupled upper and lower solutions. We will use mathematical modeling to examine population growth and decay of a single and dual animal species, of a nonlinear differential equations with initial conditions to compute solutions. In this work we provide a methodology to compute coupled lower and upper solutions on any given interval. We develop Accelerated convergence results using generalized monotone method. We have both theoretical and numerical results. © Dynamic Publishers, Inc.

Publication Title

Neural, Parallel and Scientific Computations

First Page Number

359

Last Page Number

372

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