Ethno botany is a broad term referring to the study of relationship between people and plants. The main
objective of this study is to conduct an ethnobotanical study of medicinal plants and antibacterial test of
selected ...
This Design-Based Research (DBR) study investigated the adaptation of Realistic Mathematics
Education (RME) for teaching Grade 9 mathematics in an Ethiopian secondary school context.
The study addressed the adaptation ...
Child undernutrition remains a persistent public health challenge in Ethiopia, contributing to significant developmental, health, and economic burdens. Despite national commitments to reduce its prevalence, rates of stunting, ...
In an observational study, the propensity score is widely used to adjust for confounding bias when the treatment is binary and, to some extent, for categorical and continuous treatments. This study introduced the application ...
Despite the recognized importance of productive struggle (PS) in fostering conceptual
understanding in mathematics, a persistent gap exists between its theoretical endorsement and
classroom implementation. In Ethiopia, ...
This study designed, implemented, and examined the effectiveness of technology-integrated
concept-mapping instruction in promoting conceptual understanding and retention of cell-cycle
concepts among Grade 10 biology ...
Ethiopia is recognized for its rich biodiversity, due to diverse ecosystems and varied topography.
However, wildlife habitats face significant threats from various anthropogenic activities, leading
to increased human-wildlife ...
Biology education, as a part of science education in Ethiopia, continues to face persistent
challenges characterized by low student achievement, limited classroom engagement, and
unfavorable attitudes toward the subject. ...
The purpose of this dissertation is to study the strong minimum/maximum
principle and to investigate various Liouville-type theorems for partial trace equa
tions with nonlinear gradient terms. To investigate the problems ...
Fuzzy set theory provides a mathematical framework for handling uncertainty and partial truth, ex
tending classical set theory by allowing elements to have degrees of membership. This study aimed
to introduce a new class ...
Solar radiation, the electromagnetic energy emitted from the Sun, is a fundamental driver of Earth's weather and climate systems and represents a vast, clean energy source. Global solar radiation (GSR) is the total amount ...
The Churches and Monasteries are the main sites for biodiversity and forests conservation in Ethiopia. However, the loss of biodiversity and forest degradation is the most burning issue in Ethiopia as well as in Gonje ...
This dissertation presents an in-depth study of fuzzy algebraic structures, specifically focusing on
TM-algebras and pseudo-TM algebras by using various extensions of fuzzy set theory such as hesitant
fuzzy sets, and ...
This dissertation presents det ailed and thorough research on the notions of hyper BCL–algebra,
fuzzy substructures in hyper BCL–algebra, fuzzy substructures in BCL–algebra, Pythagorean fuzzy
substructures in BCL–algebra, ...
Church forests in Ethiopia are vital to preserving biodiversity, mitigating climate change, conserving soil, and the protection of indigenous knowledge systems. Despite, these church forests are facing extreme threats from ...
Habitat loss is the major threat to primates. In areas that have been heavily deforested, it is vital to document the population abundance and behavioral ecology of primates to inform conservation actions. This study was ...
This study aimed to identify the distribution and diversity of benthic macroinvertebrates at
Infranze River, Amhara region, Ethiopia. Benthic macro invertebrates were collected between
10-18November 2020 from three ...
This ethnobotanical study was conducted in Ambassel District, South Wollo Zone, Ethiopia, to
document the diversity, traditional use, and conservation status of medicinal plants among the local
community. A descriptive ...
Background: Despite many years of mass drug administration, Schistosoma mansoni remains
endemic in Ethiopia.. Most prevalence studies rely on the less sensitive Kato-Katz (KK)
technique, likely underestimating infection ...
The aim of this project, we introduce a new algebraic structure, called UP-algebra (UP
means the University of Phayao) and a concept of UP-ideals, UP-sub algebras and UP-filters
of UP-algebra and then we introduce and ...