By developing a body of information about Hone Heke Pokai, the renowned Ngapuhi chief famed for 'chopping down the flagstaff at Kororareka', the objective of this dissertation is to examine his pictorial representations, thus identifying how they have contributed to New Zealand's national identity from 1840-2005. By creating an archive of images of Heke, it is my intention to examine the Ngapuhi leader in a new context. While paying homage to Heke, this dissertation also reinforces his significance, as conveyed by these images, to New Zealand national identity.

This dissertation examines Byron's Don Juan and his attitude towards profits from the copyright money for publishing his poems. Recent studies on Don Juan and Byron have paid great attention to the poem especially in terms of the author's status as an unprecedented noble literary celebrity. Thus the hermeneutics of the poem has very often had a tendency to bind itself within the biographical understanding of the poet's socio-political practices. It is true that these studies are meaningful in that they highlighted and reconsidered the significance of the author's unique life so as to illustrate biographical and historical contexts of this Romantic text. Admitting the significance of the biographical approach, however, the current dissertation also argues that an interpretation of a literary work should consider a number of outside influences that affect the meaning of a text, which is in and of itself a creation of historical, political, economic, and material aspects of a specific time and place, not merely of an individual author. After the theoretical background suggested in Chapter I, Chapter II emphasizes the history of the publication of the first two cantos and investigates John Murray's publishing practices. Chapter III addresses some of the external influences on the reading of Don Juan to show that non-political content of the early five cantos came to be treated as politically radical by the voluntary and involuntary association of Byron and his work with radical publishers such as Leigh Hunt and William Hone. Chapter IV is a study of the new cantos of Don Juan (from the sixth canto). Focusing on Byron's political stance which gradually developed from his early liberalism into a more radical activism, this chapter explores Percy Shelley's influence on Byron's political ideas, the new cantos of Don Juan, and Byron's use of radical satire to instigate the fight against tyranny. Chapter V investigates Byron's attitude towards the profits he earned from the copyright of his poems to argue that Byron?s attitude towards his brain-money gradually changed from an ambiguous position to a strong insistence on obtaining what he perceived to be fair payments for his poems.

Homeownership is widely advocated and believed to contribute towards economic activity, employment, wealth creation, economic, political, and neighbourhood stability and financial independence. Despite government’s interventions to advance homeownership there is currently a declining trend in homeownership and an increase in renting experienced in South Africa. As the government does not have the resources to provide adequate housing to all South Africans, identifying the factors which attribute to non-subsidised homeownership will assist in implementing interventions and strategies to increase access to non-subsidised homeownership and reduce reliance on government subsidised housing. The main objective of this study was to determine the comparative odds of variables contributing to non-subsidised homeownership in South Africa from secondary data obtained from a South African household survey. Compared to the heuristic model, the following variables were found to align closely with the expectation created; non-subsidised homeownership attainment was most likely for households within high-income groups and least for households within the low-income groups, more likely for households who have access to credit than those without, more likely for households with no accounts in arrears than those with accounts in arrears, more likely for households with an ability to save than those without, most likely for households consisting of seven or more household members and least likely for single member households, most likely for households where FKP (Financially Knowledgeable Person) has completed a tertiary education level and least likely for households with primary not completed education levels, most likely for households where the FKP is older (aged 65 and older) and least likely for young FKP households (aged between 18 and 24), most likely for households residing in rural areas and least likely for households residing in metropolitan areas, most likely for female FKP households and least likely for male FKP households. Unexpectedly the regression model indicated that non-subsidised homeownership is most likely for households where the Financially Knowledgeable Person (FKP) is not economically active (for example pensioners) and least likely for employed households, most likely for households from the African population group and least likely for Indian households, most likely where the FKP is never married or single and least likely for separated or divorced FKP households (which is expected) and most likely for households residing in Limpopo (which is expected) and least likely for households residing Western Cape. / Financial accounting / M. Phil. (Accounting Science)

Numerical methods are often required to solve chemical problems, either to verify theoretical models or to access information that is not readily available experimentally. This thesis deals with both situations, though in differing levels of detail. A major component of this thesis is devoted to developing new methods to determine a full eigendecomposition of the matrices derived from "low temperature" unimolecular master equations. When transient behaviour is of interest achieving relative accuracy for more than just the eigenvector corresponding to the smallest eigenvalue is of central importance. Three new methods are presented. The first is based on a weighted implementation of subspace projection methods, in this case explored for the well-known Arnoldi method. This weighted inner product subspace projection methodology is demonstrated to

Numerical methods are often required to solve chemical problems, either to verify theoretical models or to access information that is not readily available experimentally. This thesis deals with both situations, though in differing levels of detail. A major component of this thesis is devoted to developing new methods to determine a full eigendecomposition of the matrices derived from "low temperature" unimolecular master equations. When transient behaviour is of interest achieving relative accuracy for more than just the eigenvector corresponding to the smallest eigenvalue is of central importance. Three new methods are presented. The first is based on a weighted implementation of subspace projection methods, in this case explored for the well-known Arnoldi method. This weighted inner product subspace projection methodology is demonstrated to

Numerical methods are often required to solve chemical problems, either to verify theoretical models or to access information that is not readily available experimentally. This thesis deals with both situations, though in differing levels of detail. A major component of this thesis is devoted to developing new methods to determine a full eigendecomposition of the matrices derived from "low temperature" unimolecular master equations. When transient behaviour is of interest achieving relative accuracy for more than just the eigenvector corresponding to the smallest eigenvalue is of central importance. Three new methods are presented. The first is based on a weighted implementation of subspace projection methods, in this case explored for the well-known Arnoldi method. This weighted inner product subspace projection methodology is demonstrated to

Numerical methods are often required to solve chemical problems, either to verify theoretical models or to access information that is not readily available experimentally. This thesis deals with both situations, though in differing levels of detail. A major component of this thesis is devoted to developing new methods to determine a full eigendecomposition of the matrices derived from "low temperature" unimolecular master equations. When transient behaviour is of interest achieving relative accuracy for more than just the eigenvector corresponding to the smallest eigenvalue is of central importance. Three new methods are presented. The first is based on a weighted implementation of subspace projection methods, in this case explored for the well-known Arnoldi method. This weighted inner product subspace projection methodology is demonstrated to