Abstract
The purpose of this study was to improve students’ conceptual understanding of division through chunking strategy. Quasi- experimental, especially single groupdesign with both quantitative and qualitative approach ...
Abstract
Algebra is one of the topics in mathematics found to be difficult due to its foundation. Hence, most of researches are being done on how to develop algebraic thinking in lower primary to ease understanding.It is ...
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 research was to find out the contributions of decomposing method in addition and subtractions of two digit numbers, the respondents for this research were second grade students from Ahmed ...
Abstract
In this project we present an iterative process which converges strongly to a common fixed point
of a family of Lipschitzian pseudocontractive mappings.
The basic concepts of common fixed point of a family of ...
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 ...
Abstract
This project focused on 𝜃-filters in ADL and characterize it in terms of almost distributive lattice
congruence. A 𝜃-Prime filters are also characterized in terms of prime filters, 𝜃-filters and prime
–𝜃 ...
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
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
In this project, we study the results of Colao and Marino on the paper "krasnosnoslskii-Mann
method for non-self mappings" to approximate fixed points of non-self, non-expansive mappings
in a real Hilbert space ...
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 ...
Abstract
In this project the subgradient extragradient method for solving variational inequality in Hilbert
space and the modified version of the algorithm which finds the solution of variational inequality
and also a ...
Abstract
In this project, using the fuzzy ideal and fuzzy filters of fuzzy lattice, defined by Mezzomo
[9], we define a level set of fuzzy set, and we prove some results based on Mezzomo’s
definition, and we evaluate the ...
Abstract
In this project, a mathematical model for cholera epidemic is presented and analyzed in order to
determine effects of the control measures. The epidemic threshold known as the basic
reproduction number and ...
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 ...
Abstract
In this project, we apply the max-min composition of fuzzy relation to show a given fuzzy
relation is a fuzzy transitive, we redefine the equality of two fuzzy relations from [8], and
by using the definitions of ...