Institutional Repository
The Institutional Repository is a digital service that collects, preserves, and distributes digital materials. The repository is an important tool for preserving and organizing the University's legacy; it facilitates digital preservation and scholarly communication.
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Evaluating Heritability and Relationships among Phosphorus Efficiency Traits in Maize under Low P Soils of Western Kenya
(Current Journal of Applied Science and Technology, 2021-03-15)Low available phosphorus (P) remains a major limitation to maize (Zea mays L.) productivity across the world. Selection for P efficiency is key as part of strategies to achieving agricultural sustainability. The objectives ... -
Descriptive Sensory Characteristics of Meat from Grower Rabbits Fed on Fermented Ground Mature Prosopis juliflora Pods Based-diets
(World Journal of Food Science and Technology, 2021-04-29)The effect of inclusion of graded levels of fermented ground mature Prosopis juliflora pods (FGMPP) replacing maize grain in grower rabbits’ diets on sensory attributes was investigated. Thigh muscles were obtained from ... -
Myths and Misconceptions on Covid-19: ‘Congo Check’ and ‘Talato’ Verification Experiences
(2021-03-31)Despite the challenges of connectivity and the digital divide that persists in Central Africa, an increasing number of citizens is engaging and interacting in social networks for fulfilling their informational needs. In ... -
School organizational factors as predictors of student achievement: Principals’ perspective
(International Journal for Educational and Vocational Studies, 2021-02-20)This study aimed to deepen our understanding of how school organization factors can be used to predict students’ academic performance. In particular, factors examined were leadership skills, nature of students, ... -
On N-A-Metrically Equivalent and A-Metrically Equivalent Operators
(International Journal of Mathematics And its Applications, 2021)A-metrically equivalent operators may be regarded as a generalization of metrically equivalent operators. This is realized when A= I and T ]= T ∗ . Definition 1.1. Two operators S ∈ BA(H) and T ∈ BA(H) are said to ...
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