Instructor's resource guide to accompany 'Management : core concepts & skills'

Prepared by Andrew Creed (Deakin University), this useful resource includes an introductory statement or question tp stimulate thought about topic, chapter learning objectives, chapter outline, chapter summary and teaching notes (including enhancements such as inserted activities for use in lectures/class). Responses for text questions including critical thinking, review, analysis and case study questions and additional class exercises.

Algebra concepts and skills survey - a draft

Presents questions adapted from the 'Group Review of Algebra Topics' (ACER 1991) that form a draft survey test of 24 items ranging across aspects of algebra and secondary algebra instruction.

Historical evolution and modern implications of concepts of consent to, and refusal of, medical treatment in the law of trespass

Many mischiefs arise on the change of a maxim and rule of the Common Law, which those who altered it could not see when they made the change.

Corporate social responsibility, some key theoretical issues and concepts for new ways of doing business

This paper brings together some of the main scholarly sources and thinkers of the last fifty years or so, who have been influential in the corporate social responsibility discussions which have become important, once again, as we begin the 21st century. The author creates a narrative of key social, economic and political concepts and themes, which are rationalised (in ways that others might not) from what is often a very disparate, diverse and not always connected discussion on corporate social responsibility. This is not an objective history, charting the developments chronologically, but is the bringing together of some serious thinking in the field of corporate social responsibility in a way that has considerable resonance for both the development of public policy and business practice in corporate citizenship at the beginning of the 21st century.

Towards insightful algorithm selection for optimisation using meta-learning concepts

In this paper we propose a meta-learning inspired framework for analysing the performance of meta-heuristics for optimization problems, and developing insights into the relationships between search space characteristics of the problem instances and algorithm performance. Preliminary results based on several meta-heuristics for well-known instances of the Quadratic Assignment Problem are presented to illustrate the approach using both supervised and unsupervised learning methods.

Concepts of temporality in the theory of transference

This paper examines the temporal concepts that underlie the theory of transference in psychoanalysis. The paper reviews Freud's rejection of linear temporality as characteristic of unconscious thought in favour of regression, repetition, and deferred action. It then develops concepts drawn from Jacques Lacan's theory of the formation of the ego. Here, the biologically determined helplessness derived from the human prematurity of birth becomes transformed into an ego that anticipates subjective unity. The paper then moves on to the more complex theory of the temporality implied in subject formation, offered in Lacan's later theory of separation. Implications are drawn for the use and understanding of transference in the practice of psychoanalysis via clinical examples. In addition, Lacan's ideas on subject formation are proposed as an extension and clarification of previous psychoanalytic theories of development.

The self concepts and possible selves of problem gamblers : a qualitative exploration

The study investigated the self-concepts and possible selves of pathological gamblers. Six female egm users were recruited from a Victorian problem gambling counselling service. Three participants were currently gambling and three were not gambling. They were interviewed in-depth and using thematic analysis four dominant themes were identified. (1) Self-concepts tended to be consistent across all participants, (2) having a past self as being the dominant characteristics of possible selves coincided with greater possible selves clarity, (3) non-gambler’s had more elaborate and specific plans for how to create change than did gambler’s, and (4) non-gambler’s had more plans to become possible selves which address goals of intrinsic meaning, rather then having a general goal to ‘not gamble’. The findings are discussed in terms of implications for the cognitive theory of possible selves and suggestions for further research to investigate the utility of the constructs as a basis for a treatment modality.

Evolving concepts of leadership and influence in 21st century networking organisations

[No Abstract]

Concepts and principles in unjust enrichment : a comparative study

The Thesis was inspired by a perceived need better to understand the unique description of unjust enrichment by the Australian courts, as a unifying legal concept. It demonstrates that concepts and principles are essential features of the common law because they identify the character and taxonomy of rules. The comparative study, encompassing Australian and English law primarily, and law of other jurisdictions, modern and ancient, elucidates the special characteristics of the concepts and principles of Anglo/Australian unjust enrichment and of concepts and principles generally. A like concept has had a place in the common law since its inception under several characterisations. It bears the mark of ancient Roman jurisprudence, but relates to independent principles. The jurisprudence was formed by special characteristics of its history. It is distinct from modern Roman/Dutch law but the doctrinal overtones of its foundational case law reflect the basis of reasoning which in Continental law, is found in the adopted ancient codes. It is this foundation of reasoning and the firm rejection of a normative general principle that makes Anglo/Australian law different in character and jurisprudence from unjust enrichment in USA and Canada. Stifled for centuries by quasi contract misconceptions, the law of unjust enrichment entered the modern law in the 20th C through the seminal judgements of Lord Wright in Fibrosa Spolka Akcyjna v Fairbairn Lawson Coombe Barbour Ltd, and related cases and through the strong judicial and juristic following they inspired. That “…any civilised system of law is bound to provide remedies for … unjust enrichment…” became an imperative across the common law world: it has long held a place in the Roman Dutch jurisdictions of South Africa and Continental Europe. The special character of unjust enrichment in Anglo/Australian law is focussed upon a unique action where-by the law imposes an obligation upon the establishment of a recognised ground. The notion of breach of a primary rule does not arise: the obligation is therefore a primary obligation imposed by law, as distinct from a remedy for a breach. Important consequences flow from the characteristic. The juristic development of unjust enrichment in the common law has long been the sole prerogative of the superior courts. The place of historical features of the jurisprudence has however been subsumed by modern judicial methodology that is slowly assuming a unifying pattern of reasoning from case to case; from one ground to another. This is the special characteristic of the unifying legal concept and English principle of unjust enrichment. The thesis draws widely based conclusions about concepts and principles of unjust enrichment and the actions and obligations they sponsor. It portrays them as the substance of legal reasoning and analyses underlying theory. to this end, it addresses counter juristic and historical arguments. Its central conclusion are that there are sound jurisprudential arguments for actions based upon a unifying legal concept and English principle of unjust enrichment, and that the explanation of the unjust enrichment concept as the foundation of an independent branch of the common law and taxonomy is theoretically sustainable. In this manner concepts and principles of the common law are demonstrated as critical characteristics of the common law at large.

Production system model of children's development of number concepts

The purpose of the present research study was to produce a global, cumulative model of number concept development for children between the ages of two and eight years old. The theoretical and methodological orientation of this study was greatly influenced by Richard Young's production system analysis of seriation by young children (Young, 1971, 1976) and by Newell's (1973) seminal paper, ‘You can't play twenty questions with nature and win’. The methodology used in this investigation thus was as follows. A series of complex number tasks encompassing many aspects of the concept of number were developed. Five children aged between three and seven years then were videotaped while performing some of these complex number tasks. From a detailed protocol analysis of the video-recordings, computer simulation models written in the production system language PSS3 (Ohlsson, 1979) were produced. Specific production system models were produced for each of following aspects of the children's number knowledge: (i) sharing of discrete quantities; (ii) comparison of shares; and (iii) conservation/addition/subtraction of number. These domain-specific models were based on the converging experimental evidence obtained from each of the children’s responses to variants of the complex number tasks. Each child thus received a different set of problems which were chosen systematically in order to clarify particular features of the child's abilities. After a production system model for each child had been produced within a domain, these models were compared and contrasted. From this analysis, developmental trends within the domain were identified and discussed. The research and educational implications of these developmental trends then were discussed. In the concluding parts of this study, the children's domain-specific production system models were cumulated into global, comprehensive models which accurately represented their behaviour in a variety of number tasks. These comprehensive models were compared and contrasted and general developmental trends in young children's number knowledge were identified and discussed.

Effect of social background on the development of probabilistic concepts

This research explores how the social backgrounds of a group of students contributed to their intuitive knowledge in probabilistic reasoning, and influenced their processing of the associated mathematics. A group of Year 11 students who came from families for whom the phenomenon of track gambling formed an important part of their cultural background was identified. Another group consisting of students in the same mathematics course (Year 11 Maths in Society) but from families for whom the phenomenon of gambling in any form was totally absent from their social backgrounds was identified. Twenty students were selected from each group. The research employed a qualitative methodology in which a phenomenographic approach was used to investigate the qualitatively different ways in which individuals within the two groups thought about concepts involving probabilistic reasoning, and processed the related mathematical skills and concepts. The cognitive processes involved in the applications of probabilistic and related mathematical concepts in a variety of both gambling and non-gambling situations were studied in order to determine whether this culturally based knowledge could be viewed as a type of ‘ethnomathematics.’ Data were obtained through individual structured interviews which enabled patterns of reasoning to be compared and contrasted. Analyses of these data enabled intuitive mathematical understandings possessed by the gamblers not only to be identified, but also to be linked with their social backgrounds. Also differences between how individuals in the two groups processed probabilistic and associated mathematical knowledge were determined. This research complements and extends existing knowledge and theories related to culturally-based mathematical knowledge. Implications for further research, for classroom teaching, and for curriculum development in the study of probability in senior secondary mathematics classes are discussed.