Browsing Faculty of Science & Technology (FST) by Author "Ogana, W"
Now showing items 1-11 of 11
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Aquatic Resources Sector
Ogana, W (University of Nairobi.School of Mathematics., 1998) -
An assessment of the potential benefits of seasonal rainfall prediction in relation to hydroelectric power generation in Kenya
Oludhe, C; Marigi, S; Ogana, W; Kimani, D (University of Nairobi.School of Mathematics., 2001) -
Assessment of the potential impact of climate change on fisheries in Lake Victoria using the predictor rule
Ogana, W; Ntiba, MJ; Kudoja, WM (University of Nairobi.School of Mathematics, 2004) -
Boundary element solution of the transonic integral equation
Ogana, W (University of Nairobi.School of Mathematics., 1987) -
Boundary element solution of the transonic integro-differential equation involving a decay function
Ogana, W (University of Nairobi.School of Mathematics., 1987) -
Choosing the decay function in the transonic integral equation
Ogana, W (University of Nairobi.School of Mathematics., 1983) -
Climate change 2001, the scientific basis, chap. 8: model evaluation. Contribution of Working Group I to the Third Assessment Report of the Intergovernmental Panel on Climate Change IPCC
McAvaney, B; Covey, C; Joussaume, S; Kattsov, V; Kitoh, A; Ogana, W; Zhao, ZC (University of Nairobi.School of Mathematics., 2001) -
Climate models—evaluation
McAvaney, B; Covey, C; Joussaume, S; Kattsov, V; Kitoh, A; Ogana, W; Zhao, ZC (University of Nairobi.School of Mathematics., 2001) -
Eastern Africa Universities Mathematics program (EAUMP-Network Origin, Operation, Achievements the Future and Challenges.
Mango, JM; Abrahamson, L; Alphonce, CB; Masanja, V; Odhiambo, JW; Ogana, W; Nabugoomu, F (University of Nairobi, 2012) -
Evaluation of the wind patterns and wind energy characteristics of some meteorological stations in the eastern part of Kenya
Ogana, W (University of Nairobi.School of Mathematics., 1998) -
Solution of transonic flows by an integro-differential equation method
Ogana, W (University of Nairobi.School of Mathematics, 1978)Solutions of steady transonic flow past a two-dimensional airfoil are obtained from a singular integro-differential equation which involves a tangential derivative of the perturbation velocity potential. Subcritical flows ...