Abstract
In this dissertation, we introduce the concepts of Skew Heyting Almost Dis-
tributive Lattices (skew HADLs) and characterize it in terms of the set PI(L) of all
of the principal ideals of a skew HADL L. Considering ...
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 ...
ABSTRACT
As one of the fundamental concepts for developing algebraic reasoning in young children, the
concept of equality and the equal symbol is discussed in this paper. Based on an instrument
derived from previous ...
In this project, Green’s function method is applied to obtain the analytic solution of non-homogenous
heat equation defined on a given domain with appropriate initial and/or boundary conditions. With this
purpose, ...
In this project, Green’s function method is applied to obtain analytic solutions for regular
and singular type of Sturm-Liouville’s problems with Bessel’s equation, Euler equation,
Legendre equation, Chebesheve equation ...
ABSTRACT
This project gives the discussion of Hamiltonian dynamics in relation to the calculus of
variations. Hamiltonian dynamics defines the momenta as an independent parameter in
the equations of motion. The equation ...
In this project, homotopy perturbation method (HPM) and parameterized perturbation method
(PPM) are used to solve nonlinear ordinary differential equations. Using homotopy perturbation
and parameterized perturbation ...
ABSTRACTS
The study deals with the methods used by the teachers in the teaching and learning of fractions in grade five class. The objectives of the study were to examine the types of methods that are being used in grade ...
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 ...
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 ...
The main purpose of this project is to show the implementation of finite
difference method for unidirectional fluid flow of velocity pressure formulation.
To find the numerical solution of fluids for unidirectional ...
Abstract
In this research work our aim is to introduce implicative almost distributive lattices
as a generalization of implicative algebras in the class of almost distributive lattices.
Our motivation is based on the ...
This research aims at developing intuitionistic fuzzy structures in PMS-algebra. In this con text, we introduce the notion of intuitionistic fuzzy structures of PMS-subalgebra, intuitionistic
fuzzy structures of PMS-ideal ...
Abstract
This project work is discussed to investigate the equation of motion of sphere in three
dimensions. It is done by considering three dimensional irrotational flows over a sphere
using potential functions. ...
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, ...
In different literatures, we have found several generalizations of ideals and filters of a
lattice to an arbitrarily partially ordered set which has been studied by different scholars
. In this thesis we introduce several ...