Abstract
Nonlinear differential equations arise in all fields of applied mathematics, physics and Engineering hence being of fundamental importance of methods to find their solutions. In the 1980’s George Adomian introduced ...
Abstract
Since fluid flow is a branch of mechanics it satisfies a set of well documented basic laws (the governing laws), and thus a great deal of theoretical treatment is available. But viscosity and geometry are two ...
The notion of -ideals is discussed in a pseudo-complemented distributive lattice in terms of
filters and some properties of these ideals are studied. Stone lattices are characterized in terms of
-ideals. A set of ...
Abstract
In this project we model the transmission dynamics of Hepatitis B using SLICRV model.
Hepatitis B is a potentially life threatening liver infection caused by the Hepatitis B Virus (HBV)
and is a major global ...
ABSTRACT
The aim of this report is to show the method of numerical integration for solving second order
linear singularly perturbed delay differential equations with negative shift, whose solution has
boundary layer of ...
Abstract
In this project, we present the characteristic of fluid flow and some applications of inviscid flows. Inviscid fluid is a fluid in which the coefficient of viscosity is zero.Using Bernoulli’s equation and continuity ...
Abstract
As we know several algebras with one binary, one unary and two nullary operations introduced
as an algebraic logic structure. One of them is implicative algebra which is equipped in other
branches of sciences ...
ABSTRACT
The major purpose of this project is to show the applications of some mathematical models
involving first order ordinary differential equations in describing some biological processes and
mixing problems. ...
The major purpose of this project is to describe some special motion in mechanical vibration and
electrical RLC circuit problems mathematically by second order ordinary differential equations.
Applications of both ...