Anthropology|Creative Arts and Design|Film Studies|Media Studies

Module Content

The course provides training in the use of film cameras and digital editing in order to introduce students to quality documentary filmmaking....

Stem cells hold the promise to impact human health. Their innate ability to self-renew and unique developmental capacity enables generation of unlimited...

Stem cells hold the promise to impact human health. Their innate ability to self-renew and unique developmental capacity enables generation of unlimited numbers of multiple types of differentiated progeny. These features could be exploited to develop cellular therapies for the repair or replacement of diseased and damaged tissues in the clinic.

This module will act as a primer on stem cell biology and the potential therapeutic application of stem cells. The syllabus includes: basic stem cell biology including stem cell division and fates, sources of stem cells, methods to generate or isolate populations of stem cells, ethical considerations and other barriers to the use of human stem cells, stem cells and disease modelling, and applications of stem cell based therapies in the clinic; covering aspects of both ongoing research and applications in development.

Environmental Politics|Human Rights|International Relations and Politics|Political Economy|Public Policy|Public Policy and Administration|Quantitative Analysis|Sustainability

Regulation|Business and Government|Public Policy|Public Administration|Corporate Social Responsi

In this module, we will be examining the political, economic, social and legal issues surrounding the enactment, implementation and enforcement of regulatory...

The purpose of this module is to present the basic methods and results of contemporary logic. The emphasis is on the practical skill of formulating and proving...

The purpose of this module is to present the basic methods and results of contemporary logic. The emphasis is on the practical skill of formulating and proving results about logical systems. Students are introduced to basic set theory, enumerability and non-enumerability, isomorphisms and cardinality of models, the Compactness and Löwenheim-Skolem Theorems, inexpressibility results, sequent calculi, soundness and completeness results, and, time permitting, incompleteness and non-standard models of arithmetic. Most of the course is based on Jeffrey & Boolos' Computability and Logic (2007, CUP, 5th edition).

Philosophy Area A