This work presents Synthesis, characterization and biological investigation of new mixed complexes of zinc
(II) metal containing resorcinolate ligands. The synthesized complex was characterized by different
analytical ...
The rapid depletion of floral resources in the northern Ethiopian highlands, driven by
anthropogenic activities, has resulted to a significant decline in biodiversity, with some species
on the verge of local extinction. ...
The main purpose of this project is to show the application of fractional calculus on solving
electrical circuit problems. The basic concepts of fractional calculus on solving electrical
RLC circuit problems are justified. ...
Barley, a fundamental cereal grain, is extensively grown for its nutritional advantages and
adaptability in food and beverage manufacturing. Hence, this study aimed at profiling the fatty
acid composition and quantifying ...
The stem bark of Azadirachta indica, one of the most widely distributed plants in tropical and
sub-tropical countries, is used in traditional medicine for treatment of several diseases. This
study was conducted to analyze ...
Traditionally in Ethiopia, Clematis Hirsuta leaves have been utilized to prevent diarrhea, tooth infection,
and gonorrhea. This particular study aimed to examine the phytochemical composition, as well as the
antimicrobial ...
The study intended to investigate the phytochemicals, antioxidant and antibacterial activities of
petroleum ether, chloroform and methanol extracts of C. macrostachyus. The antioxidant activity
was determined by the DPPH ...
In the realm of coordination chemistry, the manipulation of metal ion properties through diverse
ligands is pivotal, encompassing the stabilization of various oxidation states and the adjustment
of solvophilicity, ...
In the realm of coordination chemistry, the manipulation of metal ion properties through diverse
ligands is pivotal, encompassing the stabilization of various oxidation states and the adjustment
of solvophilicity, ...
Ginger (Zingiber officinale) is one of the most versatile medicinal plants that have been a variety
of biological activities due to the presence of large number of bioactive compounds. The present
study is conducted to ...
Actually great distribution and drug resistance of microorganisms is one of our most concern
and serious health problems. Infections from resistance bacteria are now common, and certain
pathogens have developed resistant ...
Dodonaea angustifolia (Kitkita) is one of the most adaptable medicinal plants, possessing a
multitude of bioactive chemicals that allow it to have a broad range of biological actions. The
current study is conducted to ...
The present study intended to investigate the phytochemicals, antioxidant and antibacterial
activities of petroleum ether, chloroform and methanol extracts of root of Rumex abyssinicus.
Qualitative phytochemical screening ...
The study of natural products has had a number of rewards. It has led to the discovery of a
variety of useful drugs for the treatment of diverse ailments. The present study was
phytochemical screening of the major secondary ...
In this project, we introduced the concept of normal ideals in pseudo-complemented almost
distributive lattices and studied its properties. We have characterized normal ideals and
established equivalent conditions for ...
The shooting method is a widely used numerical technique for solving boundary value problems
(BVPs). The basic idea involves transforming the BVP into an equivalent initial value problem
(IVP), which is easier to solve ...
In this project report, singular initial value problems, linear and non-linear, homogeneous and
non-homogeneous of Lane-Emden-type equations are solved by using Taylor series, Residualpower
series,
and
Adomain
decom ...
This paper investigates the dynamical properties of mathematical models for COVID-19
transmission, with a focus on understanding the behavior and stability of various model
configurations. We analyze a suite of compartmental ...
In the first unit of this paper we deal with the definitions, lemmas and theorems which are used
without proof in the second chapter. In the second chapter we discuss on definitions and
theorems on ideals and congruence ...
In this project, we show how to solve linear and nonlinear ordinary differential equations by
using Adomian decomposition method.
Linear and nonlinear differential equations arise in all fields of applied mathematics, ...