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
In this thesis, we aim at investigating a model for option pricing to reduce the risks associated
with agricultural commodity price fluctuations in Ethiopia. The daily closed agricultural
commodity prices such ...
The main aim of this dissertation is to discuss the orphan structures of Reed-Muller codes. To do that a
method of combining two codes, known as outer product have been first discussed. Since Reed-Muller
codes are outer ...
Peristaltic flow is produced by successive waves of contraction in elastic, tubular structures which push
their fluid or fluid-like contents forward. In this dissertation the Mathematical analysis of peristaltic flow
in ...
It is clear that goodpractices in educational planningformulation and implementation activities
leads to significant improvements in the education system as a whole. Based on this the purpose
ofthis study was to assess ...
It is well known that the theorem of Tychonoff, states that a product of Compact spaces is compact. In this
paper we will prove the result for finitely many spaces, but unfortunately, the same method does not work
for ...
Abstract
In this project, generalized SOR iterative method is used to solve a class of complex symmetric
linear system of equations as well as the investigation of its convergence analysis and
determination of its ...
In this project we successfully study iterative algorithm, which is based on the
modified Mann iterative method and the gradient-projection algorithm for solving
a convex minimization problems and fixed point problems ...
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
In this project let 𝐻 be a real Hilbert space and 𝐾 a nonempty closed convex subset of 𝐻.
Suppose 𝑇: 𝐾 → 𝐶𝐵(𝐾) is a multi-valued Lipschitzian pseudocontractive mapping such
that 𝐹(𝑇) ≠ ∅. An Ishikawa-type ...
Abstract
In this project, we study the concept of an Almost Distributive Fuzzy Lattice
(ADFL) as a generalization of Distributive Fuzzy Lattice (DFL), also state
ADFL as DFL using properties of ADL state and prove some ...
ABSTRACT
The notions of generalized almost distributive fuzzy lattices are discussed in generalized almost
distributive lattice in terms of fuzzy set. Generalized almost distributive lattices can be made in
to generalized ...
Some properties of 0-ideals in 0-distributive lattices and quasi-complemented lattices are derived.
Preservation of 0-ideals by an on to homomorphism defined on a 0-distributive lattice is discussed.
It is proved that ...
ABSTRACT
This project aims to develop a better understanding of Distributive Lattices and
congruence in Lattices. We present the definition of Distributive Lattice and Congruences in
Lattice,
Finaly state and proof ...
ABSTRACT
The major purpose of this project is to apply Elzaki transform method supplemented with
Adomain decomposition to solve nonlinear ordinary integro-differential equations.
The basic concept of Elzaki ...
Abstract
The major purpose of this project is to investigate the relationships between fuzzy ideals and
fuzzy congruence relations on rings and to introduce fuzzy congruence relations over rings and
give constructions ...
Abstract
The main objective of this project is to apply the reduced differential transform method (RDTM) to solve some nonlinear partial differential equations and the corresponding systems.The approximate analytic ...
Abstract
We have to include the notation of several properties of 0-distributive lattice and 1-distributive
lattices in terms of ideals and filters. We see the difference provided that many characterizations
of ...
We observe that two types of congruence are introduced in a distributive lattice, one in terms of
ideals generated by derivations and the other in terms of images of derivations. Also we undertake
an equivalent condition ...