On numerical solutions of the NTH order differential equations
Date
3-1988
Degree
Bachelor of Science in Agriculture
College
College of Arts and Sciences (CAS)
Adviser/Committee Chair
Rhodora dela Peña
Abstract
This special problem concerns numerical solutions of the Nth-order differential equation. Numerical solutions was obtained by reducing Nth-order differential equation to N first-order differential equation. These N first-order differential equation was then repeatedly applied to Adams-Moulton and Milne predictor-corrector algorithms for solving first-order differential equations. Values obtained was compared to determine which predictor-corrector method is better. Properties and characteristics of both methods was obtained. Their advantages and disadvantages were determined. Results showed that the choice of method depends on the condition of the differential equation being evaluated.
Language
English
Location
UPLB Main Library Special Collections Section (USCS)
Call Number
Thesis
Recommended Citation
Guloy, Anna Liza M. and Zapata, Nora R., "On numerical solutions of the NTH order differential equations" (1988). Undergraduate Theses. 9861.
https://www.ukdr.uplb.edu.ph/etd-undergrad/9861
Document Type
Thesis