In this paper, a method called Aboodh transform Homotopy perturbation method is applied to obtain
the exact solution of Schrödinger equations and their systems. The proposed method was derived by
combining Aboodh transform ...
Abstract
In this project we discuss the concept of Almost Distributive Lattice and Almost Boolean
Ring and the concept of fuzzy set and fuzzy partial order relations, fuzzy lattices.In this
project we also study the ...
In this work we introduce the concept of Zero element in an ADL analogous to that of least
element in lattice and also we give different set of axioms which will characterize the class of
ADL with zero.
We will prove ...
In this work, we discussed the concept of amicable sets on an almost distributive lattice. We
proved that, the set of all amicable sets AM(L) forms an almost distributive lattice. we also
describe that if L has maximal ...
The concept of annihilator ideal is introduced in an Almost Semi lattice (ASL) L
with 0. It is proved that the set of all annihilator ideals of an ASL L with 0
forms a complete Boolean algebra. The concept of annihilator ...
The main objective of this project work is to present, the Banach contraction fixed point theorem
'
, .
and its application to the existence of the solution of differential equations. We shall use
Banach's fixed ...
In this project, we apply the combination of Elzaki transform and homotopy perturbation method
(ETHPM) to solve nonlinear fractional heat -like equations and system of equations. The linear term in
the equation can be ...
In this project, we successfully study the class of generalized non expansive mappings. We also
study s-iteration method for approximation for fixed points of generalized non-expansive
mappings which is faster than ...
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 ...
A number of integral formulas involving a variety of special functions have been
developed by many authors. In the project, we have discuses some interesting
integrals involving the product of Bessel function of the ...
Abstract
In this dissertation Birkho center of almost distributive fuzzy lattice, properties
of stone almost distributive fuzzy lattice,B-almost distributive fuzzy lattice, P0
almost distributive fuzzy lattice and ...
In this paper, we define the concept of a closed element and dense element in Semi
Heyting Almost Distributive Lattice (SHADL) and derive some properties of closed
elements and dense elements of . We also observe that ...
The concept of a closure operator in an ADL R was introduced. If
is the set of all
invariant elements of then the concepts of
deal,
prime ideal are introduced.
The interrelations between
...
In this project, we discuss ed the concept of complete Almost Distributive Lattice. We pr
oved all closure operators of a complete Almost Distributive Lattice L with fixed maximal
element m is dual atomistic. We defined ...
In this project, we are successfully discussed to contour integral and its applications.Contour integration is closely related to the calculus of residues. One of the advantage ofcontour integrals is the evaluation of ...
In this project numerical procedures dependent on a relatively new B-spline called the cubic
Trigonometric B-spline (CTBS) and the finite difference methods (FDM) for Second order
non-classical diffusion problems are ...
ABSTRACT
The purpose of this quasi-experimental single group study design was to develop the students’
understanding of solving linear equation with one variable through balancing model of teaching:
the case of grade ...
Abstract
The main purpose of this study was to examine whether the use of models in the teaching of two digit numbers develop students’ conceptual understandingof addition and subtraction operations. Consequently, ...
In this project, we analyse a bionomic model of two competitive species in the presence of
toxicity with different harvesting efforts. It is noted that under certain parametric restrictions,
the model has a unique
positive ...