Share Your Research, Maximize Your Social Impacts
PERIODIC SOLUTION OF INTEGRO-DIFFERENTIAL EQUATIONS DEPENDED ON SPECIAL FUNCTION WITH SINGULAR KERNELS
Journal: International Journal of Mechanical Engineering and Technology(IJMET) (Vol.10, No. 3)Publication Date: 2019-05-22
Authors : RAAD N. BUTRIS; RAVEEN F. TAHER;
Page : 1681-1695
Keywords : Numerical-analytic methods; existence; uniqueness and stability; periodic solution; integro-differential equations; special function; singular kernels;
Source : Download
Find it from : Google Scholar
Abstract
In this paper, we investigate the existence, uniqueness and stability of periodic solution of new integro-differential equations depended on special function with singular kernels. The numerical-analytic method has been used to study the periodic solutions for the ordinary differential equations that were introduced by Samoilenko. Also these investigation lead us to the improving and extending the results of Butris and extended Samoilenko method.
Other Latest Articles
- READABILITY LEVEL OF ARABIC TEXTS FOR UPPER PRIMARY PUPILS AT AL-AMIN ISLAMIC PRIMARY SCHOOL (SRI)
- Women’s Empowerment in Agriculture
- EXPERIMENTAL EVALUATION FOR THE PERFORMANCE OF VCR DIESEL ENGINE BY USING CALOPHYLLUM INOPHYLLUM BIO DIESEL WITH NANO ADDITIVES OF ALUMINIUM OXIDE
- Wind Analysis over Multistorey Building Having Flat Slab-Shear Wall Interaction: A Review
- Public Policy and Public Management: an Emphasis on the Evaluation Phase
Last modified: 2019-05-24 18:32:29