Now showing items 16-35 of 40

• First-year engineering students' concept development of integral calculus at a South African university of technology. ﻿

(2015)
This thesis reports on a study to explore the development of the concept of integration among the first year engineering students at a South African university of technology. The study focused on concept definitions that ...
• Fischer-Clifford matrices of the generalized symmetric group and some associated groups. ﻿

(2005)
With the classification of finite simple groups having been completed in 1981, recent work in group theory has involved the study of the structures of simple groups. The character tables of maximal subgroups of simple ...
• Fischer-Clifford theory for split and non-split group extensions. ﻿

(2001)
The character table of a finite group provides considerable amount of information about the group, and hence is of great importance in Mathematics as well as in Physical Sciences. Most of the maximal subgroups of the finite ...
• Graph and digraph embedding problems. ﻿

(1996)
This thesis is a study of the symmetry of graphs and digraphs by considering certain homogeneous embedding requirements. Chapter 1 is an introduction to the chapters that follow. In Chapter 2 we present a brief survey ...
• The history of mathematics as a pedagogical tool: exploring learner perspectives with regard to the theorem of pythagoras. ﻿

(2017)
This study sought to ascertain whether the inclusion of the history of the Theorem of Pythagoras has any positive influence on learners’ perceptions of the theorem and its applications, on geometry and on mathematics in ...
• Linear codes obtained from 2-modular representations of some finite simple groups. ﻿

(2012)
Let F be a finite field of q elements and G be a primitive group on a finite set . Then there is a G-action on , namely a map G 􀀀! , (g; !) 7! !g = g!; satisfying !gg0 = (gg0)! = g(g0!) for all g; g0 2 G and ...
• Mathematics for future engineers : a study of teaching and learning mathematics in an engineering curriculum. ﻿

(2016-01-19)
This is a study of teaching and learning in the first mathematics module for engineering students at a South African university. The theoretical framing of the study is derived from multiple analytical tools: Bernstein’s ...
• A modelling approach for determining the freshwater requirements of estuarine macrophytes. ﻿

(1998)
Increased abstraction of water in the catchment results in a reduced or altered pattern of river flow and this holds serious consequences for the downstream estuarine ecosystem. In South Africa this is a serious concern ...
• New analytical stellar models in general relativity. ﻿

(2009)
We present new exact solutions to the Einstein and Einstein-Maxwell field equations that model the interior of neutral, charged and radiating stars. Several new classes of solutions in static spherically symmetric interior ...
• A new approach to ill-posed evolution equations : C-regularized and B- bounded semigroups. ﻿

(2001)
The theory of semigroups of linear operators forms an integral part of Functional Analysis with substantial applications to many fields of the natural sciences. In this study we are concerned with the application to ...
• Normality-like properties, paraconvexity and selections. ﻿

(2012)
In 1956, E. Michael proved his famous convex-valued selection theorems for l.s.c. mappings de ned on spaces with higher separation axioms (paracompact, collectionwise normal, normal and countably paracompact, normal, and ...
• On chain domains, prime rings and torsion preradicals. ﻿

(1995)
Abstract available in pdf file.
• On purity relative to an hereditary torsion theory. ﻿

(1992)
The thesis is mainly concerned with properties of the concept "σ-purity" introduced by J. Lambek in "Torsion Theories, Additive Semantics and Rings of Quotients", (Springer-Verlag, 1971). In particular we are interested ...
• On the logics of algebra. ﻿

(2008)
We present and consider a number of logics that arise naturally from universal algebraic considerations, but which are ‘inherently unalgebraizable’ in the sense of [BP89a], essentially because they have no theo- rems. Of ...
• On the status of the geodesic law in general relativity. ﻿

(1998)
The geodesic law for test particles is one of the fundamental principles of general relativity and is extensively used. It is thought to be a consequence of the field laws but no rigorous proof exists. This thesis is ...
• Optimal designs for linear mixed models. ﻿

(2004)
The research of this thesis deals with the derivation of optimum designs for linear mixed models. The problem of constructing optimal designs for linear mixed models is very broad. Thus the thesis is mainly focused on the ...
• The pedagogical content knowledge (PCK) of Rwandan grade six mathematics teachers and its relationship to student learning. ﻿

(2017)
Abstract available in PDF file.
• Polynomial approximations to functions of operators. ﻿

(1994)
To solve the linear equation Ax = f, where f is an element of Hilbert space H and A is a positive definite operator such that the spectrum (T (A) ( [m,M] , we approximate -1 the inverse operator A by an operator V which ...
• Realistic charged stellar models ﻿

(2007)
In this thesis we seek exact solutions to the isotropic Einstien-Maxwell system that model the interior of relativistic stars. The field equations are transformed to a simpler form using the transformation of Durgapal and ...
• The role and use of sketchpad as a modeling tool in secondary schools. ﻿

(2004)
Over the last decade or two, there has been a discernible move to include modeling in the mathematics curricula in schools. This has come as the result of the demand that society is making on educational institutions to ...