This project introduces the use ofdifferent spline interpolatingformula: cubic, quartic, quintic and sextic
for solving nonlinear two point boundary problems. These methods also enable us to approximate
successive ...
The accelerated over relaxation (AOR) method is the general method of Jacobi ,Gauss-Seidel,
and successive
over relaxation methods .It is used for solving systems of linear equations, but its
rate
of convergence is ...
In this report, the cyclic error correcting code: Reed Solomon code which is constructed by
using Galois Field is presented to correct an error during transmission
ofcode words in the
noisy channel.
Ifthe sender sends ...
The concept
of a pseudo complementation * on almost distributive lattice (ADL) with 0 IS
introduced and it is proved that it is equationally definable.
A one-to-one correspondence between the pseudo complementation*on ...
The purpose of this project is to discuss the concept of"Properties of Stone Almost Distributive
lattice"
in terms of its dense element and its center. we define different set of axioms which
characterize the class ...
The main objective of this project IS to find the numerical solutions of the elliptic partial
differential equation by using Finite Volume Method. That
is, to introduce the Finite Volume
Method and its error estimation ...
A numerical method is developed for an investigation ofviscous, incompressible fluid flow in a channel
with slowly varying cross-section with absorbing walls.
The proposed mathematical model can be
applied to understand ...
This project presents a model of Tuberculosis transmission with reccurent infection and
vaccination. The mathematical model on dynamics
of Mycobacterium Tuberculosis was
discussed to assess the impact
of vaccination. ...
The aim of the report is to provide convenient predictor-corrector (P-C) methods
for obtaining accurate numerical solution at a
minimum cost to first order ordinary
differential equations
(ODE) with specified initial ...
This report concerns about linear multistep method for a special class of second order
ordinary differential equations. In this report, order, consistency, zero stability and
convergence
of linear multistep method are ...
This dissertation is a report on linear codes. It is shown that linear codes can be applied in forward ermr
correction. It is shown that linear codes are a methodfor transmitting extra symbols or bits to a message
prior
to ...
n this Dissertation, iterative methods for sparse linear equations are prese nted.
The problem considered here is of the form: Ax = b, where A is nxn real
non singular matrix and x, b E Iffi.n.
To solve this Jacobi, ...
The concepts of ideals and filters is introduced in lattices where filters are the dual of ideals. This
class
of ideals and filters in lattices includes proper, prime, maximal, and normal ideals and
filters. Prime ideals ...
In this report the algebraic structure ofcoding theory cyclic code and Golay code are presented.
It is also shown coding theory is concerned with successfully transmitting data through a noisy
channel and correcting ...
Steady incompressible micropolar fluid in a two - dimensional uniform channel
with a stenosis under the influence
of magnetic field has been investigated. Assuming the
stenosis to be mild, the flow equations have been ...
In this paper, we discuss a method to construct an equidistant rank metric code for any metric.
Then we study properties of rank metric codes. The size of the constructed code is a power of2.
It also shown that, if C is ...
Mathematicians are researching solutions to resolve many of today's technical challenges.
Numerical techniques are used to solve the mathematical models in engineering problems. Many
of the mathematical models of engineering ...
Many mathematicians dealt on Lattice theory; Lattice types (complete lattice, modular
lattice. distributive lattice. an Almost Distributive Lattice which is a Distributive Lattice
except possibly the right distributive ...
Abstract
The objective of this paper is to investigate the equation of motion of circular cylinder.
The dissertation is done by considering two dimensional irrotational flow over a circular
cylinder using potential ...
ABSTRACT
The Jacobi, Gauss-Seidel, and Successive over relaxation methods are
the iterative methods that can be used to solve system of linear
equations. In this project we present an expressions of the spectral
radius ...