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Research domain Physical Sciences Remove constraint Research domain: Physical Sciences Degree Master of Science Remove constraint Degree: Master of Science Start Over

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Mulamfu, Carols
2025·Master of Science·University of Zambia

This dissertation develops a negative binomial integer-valued generalized autoregressive conditional heteroscedastic model of order p, q (negative binomial INGARCH(p, q)) for overdispersed count time series data with potential extreme values. The model is formulated such that its conditional...

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Zulu, Natasha
2025·Master of Science·University of Zambia

Understanding dynamics occurring in land utilization and land cover is essential for analysing and assessing long-term transformations. These transformations in land cover primarily result from deforestation, which involves the conversion of forests into other land cover types such as...

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Kazekula, Jovita
2025·Master of Science·University of Zambia

This study underscored the importance of water quality, providing insights for sustainable resource management in decision-making and development planning. The study focused on the Luapula River Basin (LRB) in Zambia, a potential donor for inter-basin water transfers to the Kafue River Basin...

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Katapa, Chibwe
2025·Master of Science·University of Zambia

Cherax quadricarinatus is an Alien Invasive Species (AIS) native to Australia and Papua New Guinea, which has been introduced into Lake Kariba and the Kafue Floodplain and has since established its populations. Continued population growth and spread of C. quadricarinatus threatens the integrity...

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Musonda, Bertha
2025·Master of Science·University of Zambia

Renewable energy often referred to as clean energy, is an important energy source that comes from natural sources or processes that are constantly replenished such as solar, wind, geothermal and hydro-based energy. Zambia’s installed energy capacity stands at 2,800 Megawatts (MW) of which 85...

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Chisha, Boas
2025·Master of Science·University of Zambia

This study aims to obtain a lower bound on the eigenvalue of the smallest modulus in a general weighted regular Sturm-Liouville problem with mixed boundary conditions. The problem is expressed as -u′′(x) + q(x)u(x) = λr(x)u(x) over the interval [a,b] with u′(a) = u(b) = 0. In 1988 Mingarelli [31]...

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