Existence of solution for a coupled system of Volterra type integro - dierential equations with nonlocal conditions
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 11, Issue 3
Abstract
In this paper we study the existence of a unique solution for a boundary value prob-lem of a coupled system of Volterra type integro-dierential equations under nonlocal conditions.
Authors and Affiliations
Ashwaq Abbas, A. M. A El-Sayed
Analysis of Stock Prices in Tiffany & Co
Jewelry is an adornment such as bracelet, ring or necklace made of precious metals and set with gems. One of the most famous Jewelry store is Tiffany & Co. in America. The stock of jewelry prices vary from time to ti...
A plane boundary value problem of Thermo- magnetoelasticity for two parallel DC-bus bars by a boundary integral method
A boundary integral method previously introduced by two of the authors [1] is properly extended to investigate the plane problem of linear, uncoupled thermo-magnetoelasticity for two parallel, infinite, circular cylindri...
One -Leg Hybrid Methods for Solving ODEs and DAEs
This paper introduces one-leg hybrid methods for solving ordinary differential equations (ODEs) and differential algebraic equations (DAEs). The order of convergence of these methods are determined and compared to the or...
The solvable subgroups of large order of L2(p) , p≥5
By using the following theoretical and computational algorithms , we determined the solvable subgroups of large order of the finite non-abelian simple linear groups G = L2(p) = PSL(2,p) , for p≥5 and p is a prime numbe...
Modelling and Analysis of HIV/AIDS Menace using Differential Equations
Mathematical models play important role in understanding the population dynamics of HIV/AIDS. In this study, a mathematical model is formulated for a community which has the structure of two classes with different levels...