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Articles 121 - 127 of 127
Full-Text Articles in Entire DC Network
Analysis Of The Analytic Hierarchy Process Methodologies, C B Alphonce, C M. Brugha
Analysis Of The Analytic Hierarchy Process Methodologies, C B Alphonce, C M. Brugha
Tanzania Journal of Science
We review various methodologies for estimating the impact scores of alternatives on criteria within the Analytic Hierarchy Process (AHP). The results show that the geometric mean method for retrieving impact scores from judgment matrices and the weighted geometric mean aggregation rule provide a best fit to the underlying structure of the problem.
Heavy Metal Pollution In Lake Victoria, J. W. A. Kandoro, M. H. Mikidadi
Heavy Metal Pollution In Lake Victoria, J. W. A. Kandoro, M. H. Mikidadi
Tanzania Journal of Science
This work presents the Energy dispersive x-ray flouorences (EDXRF) analysis of water and plant samplesfrom Lake Victoria at Mwanza for heavy metal pollution. Water and plant (Water hyacinth) samples were collected from Lake Victoria around Mwanza municipality from twenty seven locations. There were varying elemental concentrations from different locations reflecting the activities carried out in the vicinity of the lake. Maximum concentration values of up to 1640 mg/L for Pb, 23.3 mg/L for Mn, 42.8 mg/L for Cr, 15.1mg/L for Pb, 23.3mg/L for Cu, and 742.5 mg/L for Zn, were observed. Possible sources of the elements are discussed, from which …
Mathematical Analysis Of Marketing Costs Of Agricultural Crops: The Case Of Coffee, C.B. Alphonce
Mathematical Analysis Of Marketing Costs Of Agricultural Crops: The Case Of Coffee, C.B. Alphonce
Tanzania Journal of Science
This paper describes a case study in which a zero one mixed integer linear programming model was formulated and used to analyze marketing costs of coffee marketed by Kagera Co-operative Union. The solution of the model indicated a potential decrease of about 18% in the marketing costs. It is hoped that the model can be applied to other crops.
Theoretical Analysis Of Thermodynamic Consistency Of A Reiner-Rivlin Fluid, V.G. , Masanja
Theoretical Analysis Of Thermodynamic Consistency Of A Reiner-Rivlin Fluid, V.G. , Masanja
Tanzania Journal of Science
The thermodynamically admissibility of a Reiner-Rivlin fluid undergoing a two dimensional axisymmetric flow process has been investigated analytically. The Clausius-Duhem inequality shows dependence of the viscosity coefficients on kinematical quantities, hence no general restrictions can be made on the non-Newtonian viscosity coefficient. However specific restrictions have been made by considering a cubic degree fluid. It is concluded that the rheological equation of state is an approximate model of the constitutive behavior of a real fluid and that the thermodynamic consistency of a flow process can basically be proved numerically.
The Geometry Of Commutative Symmetric Loops, Hussein M. Karanda
The Geometry Of Commutative Symmetric Loops, Hussein M. Karanda
Tanzania Journal of Science
The aim of this paper is to show the connection existing between a commutative symmetric loop and an euclidean space.
The Geometry Of Symmetric Loops, Hussein M. Karanda
The Geometry Of Symmetric Loops, Hussein M. Karanda
Tanzania Journal of Science
This paper is intended to deal with the geometry of locally analytic loops. In it we will show which loops generate symmetric spaces, the connection between the constructions of Sabinin and Loos, and examples of symmetric loops. The main results of these articles were published in 1972 (Karanda 1972).
An Iteration Formula For Finding Roots Of Equations, R. W. P. Masenge
An Iteration Formula For Finding Roots Of Equations, R. W. P. Masenge
Tanzania Journal of Science
We seek the roots of the equation f(x) = 0.