Title

Numerical application of generalized monotone method for population models

Authors

C. Noel, University of New Orleans
H. Sheila, Kean University
N. Zenia, Grambling State University
P. Dayonna, UC Merced
W. Jasmine, Spelman College
A. S. Vatsala, University of Louisiana at Lafayette
M. Sowmya, University of Louisiana at Lafayette

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

Recommended Citation

Noel, C.; Sheila, H.; Zenia, N.; Dayonna, P.; Jasmine, W.; Vatsala, A. S.; and Sowmya, M., "Numerical application of generalized monotone method for population models" (2012). Kean Publications. 2146.
https://digitalcommons.kean.edu/keanpublications/2146