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Browsing Department of Mathematics, Actuarial and Physical Sciences by Issue Date

Browsing Department of Mathematics, Actuarial and Physical Sciences by Issue Date

Now showing items 1-6 of 6

Lie symmetry solutions of sawada- kotera equation

Chepngetich, Winny (2019-10)

The problems of di erential equations are encountered in physical elds, engi- neering elds and mathematical world thus it is so important to nd their exact solutions.The exact solutions of partial di erential equations ...
Modeling of malaria transmission using delay differential equations

Mibei, Kipkirui (2021-03)

Malaria is one of the major causes of deaths and ill health in endemic regions of sub- Saharan Africa and beyond despite efforts made to prevent and control its spread. Epidemiological models on how malaria is spread ...
Modeling the dynamics of tuberculosis in a coupled metapopulation

Mutai, Wesley (Annals of Infectious Disease and Epidemiology, 2021-03)

Tuberculosis (TB) is currently one of the key health test in many developing countries, Kenya included. TB is a curable transmissible ailment caused by Mycobacterium tuberculosis. The formation of the tubercles in tissues ...
Interrupted time series analysis of trends in paediatric admissions with diarrhea and dehydration following introduction of routine rotavirus vaccine in thirteen Kenyan hospitals

Chelangat, Daisy (university of kabianga, 2022-01)

Diarrhea and dehydration has been reported to be among the top causes of hospitalization and mortality in children aged under 5 years. Most cases of diarrhea in childhood are caused by rotavirus and routine introduction ...
Investigating the causal relationship between type 2 diabetes mellitus and ovarian cancer using two-sample mendelian randomization

Langat, Victor K (university of kabianga, 2022-02)

Ovarian cancers have registered rising cases of morbidity and mortality over the years. There is an assumption that Type 2 Diabetes Mellitus has a causal relationship with ovarian cancer due to the alarming rising incidence ...
Modeling And Analysis Of Magnetohydrodynamic Free Convection Turbulent Fluid Flow Past A Vertical Infinite Porous Plate

Wesley, Kemboi Cheruiyot (UoK, 2023-10)

Magnetohydrodynamic (MHD) as an important field of study has developed over several years since its first experiment by Michael Faraday in 1832. The study is very significant in a number of ways including Biomedical ...

Browsing Department of Mathematics, Actuarial and Physical Sciences by Issue Date

Browsing Department of Mathematics, Actuarial and Physical Sciences by Issue Date

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