This Unit of Study introduces Southeast Asia. It emphasises the importance of geographical, political, economic, social and cultural context to our understanding of complex real-world problems. Having gained insight into these aspects of contemporary Southeast Asia, students learn to apply an interdisciplinary approach to the analysis of challenges faced by the region such as economic and social inequality, environmental management, food security and urbanisation.

Architectural History/Theory 1 introduces students to the discourse of architectural history and theory. It includes a concise chronological survey of key periods of architectural history from antiquity to the mid-nineteenth century, as well as closer investigation of some particular architectural themes and ideas across history. Students will interrogate these themes through intense study of significant buildings, which they will research, document, and analyse. They will be introduced to fundamental principles and skills of scholarly research in the discipline, including locating and evaluating sources, and constructing arguments.

Architectural Technologies 1 introduces students to the roles that environmental considerations, structures and construction play in architecture. The fundamental concepts underpinning each of these key areas are presented and students demonstrate their developing knowledge of them via project-based assignments. These progressively complex tasks initiate students to the knowledge required to successfully analyse and synthesise construction and technical systems in basic buildings.

This course aims at providing students with the conceptual and technical skills required to creatively explore dynamic transactions between artistic processes, place and architecture. Throughout the semester, students will extend their ability to work with complex ideas while drawing on interdisciplinary practices related to structure, form and site. This course provides a space for architecture students to establish parameters and territories for exploration beyond the concerns of conventional architectural projects. From generative form making to performative action, this course has an emphasis on making with material exploration. Essential design sensitivities and skills will be developed through different modes of working including lectures, tutorials, presentations and writing as well as the physical engagement with new materials and building processes.

This studio capitalises on the skills and processes gained in the first semester studio to engage with increasingly complex programmatic and contextual issues within the built environment.Fundamental modes of representation in a variety of media will be deployed as a means to comprehend and articulate architecture from multiple integrated perspectives.Designing a small building will be the final project yet based on a series of introductory exercises that will engage with concepts of iteration in a range of scales and media.Students will continue to learn new software and other related techniques while also developing their familiarity with the technical skills necessary to realise a final design presentation including various media.The design projects will explore the necessity of experimentation as a means to communicate fundamental ideas about space, structure and form.

Architectural Technologies 2 explores the roles that environmental considerations, structure and construction play in moderately complex small-scale buildings. Emphasis is placed on developing in students an active awareness of the impact that technical and constructional decisions have on architectural design. Through project-based learning, students develop an active awareness of the important role that appropriate technical and constructional decisions play in terms of fulfilling conceptual ambitions in tangible works of architecture. Students develop and demonstrate their developing appreciation of these issues via case study analysis, a group project, individual technical drawings and a final examination.

Drawing upon the processes developed in Architecture Studio 1A, students will extend their ability to work with complex ideas while drawing on interdisciplinary practices. Conceptual and technical skills are further devloped in this unit to creatively explore dynamic transactions between art and architecture. A range of studios and labs will host the production and critical discussions of work in conjunction with a series of lectures and independent research. By treating art as a field of open-ended experimentation with direct consequences for architecture, this course encourages architecture students to undertake a self-directed and research-based approach to their studies, working across multiple streams of information specific to contemporary art.

Architecture Studio 2A is oriented towards the contemporary communicative dimensions of architecture, whilst remaining attentive to the deeper cultural and historical contexts in which modes of representation, particularly in regards to architectural drawings and models, has arisen and is currently situated. Recognising that there is necessarily an enigmatic relationship between an architectural drawing or model and the building that they might singly or collectively conjure into existence, the studio invites collusion between the architectural program and the means of its gestation, development and representation. An architectural representation might be analytical, rational and technical or it might be preparatory, coaxing, poetic or whimsical. That is, it can never be impartial - always filtering, selecting, editing, and emphasising certain aspects of reality and discarding or downgrading others. The studio project is conducted as a `conversation' between contemporary architectural ambitions, and the claims of the historically situated modes of communication - written, spoken, visual and physically constructed - that the students deploy to achieve them. It imparts knowledge and skills that will stimulate compelling architectural projects that are at once conceptually rigorous and technically adept. Students become increasingly attentive to the complexities of architectural design and are required to integrate multiple criteria, including thematic, conceptual, programmatic and technical concerns into a persuasive architectural proposition for a small-scale building in a charged urban context.

Architecture Studio 2B demands of students a critical engagement with modern architecture and its histories. It couples the methods of humanities research, including analysing both historical precedents and primary sources, with the creative processes of architectural design. Through a weekly lecture series on key modern protagonists, movements and their historical consequences, as well as undertaking a number of analytical tasks, students become increasingly aware of the role of the architect as an active agent in history and negotiate some of the attendant ethical, political, technical and aesthetic challenges and opportunities. The learnings so gained are used to underpin the students' own design process and outcomes. Participatory and collaborative work processes are promoted and students are encouraged to develop and question their understanding of site, responsibility, architectural ethics and cultural competence.

The objective of the Architectural Theory unit is to equip students with a critical understanding of key Western architectural theories and philosophy from the Enlightenment to the present. Emphasis is placed on the specific historical situations and cultural and philosophical contexts in which those theories arose, and ultimately how they were represented within the domain of architectural embodiment. It is organized to clearly identify particular trains of thought. Students will become generally conversant in the principles of central theories, and will understand their terms and references. Through readings, lectures, and tutorial sessions, students will acquire the literacy required to perceive and articulate contemporary theoretical standpoints, and will refine their research and writing skills through independent research into a particular aspect of recent architectural theory and philosophy related to their concurrent studio design project. Close attention will be paid to the exchange between practice and theory and the relevance of the discussed theories to the formation of current circumstances, and to the place of architecture within contemporary culture as a whole.

Architectural Professional Practice introduces students in the final semester of their undergraduate degree to the professional practice of architecture, focusing on design development within regulatory and practice management frameworks. Students are introduced to the fundamental principles of key regulatory requirements and critically deploy their understandings by investigating local practice case studies. They further develop a capacity to apply their knowledge in a particular context through an architectural design project that they take to Development Application level using current best practice.

Architecture Studio 3A is oriented towards the technical dimensions of architecture, whilst remaining attentive to the deeper cultural and historical context in which such technical knowledge, particularly in regards to structures and sustainability, has arisen and is currently situated. It imparts knowledge and skills that will stimulate compelling architectural projects that are conceptually rigorous, structurally innovating and technically adept. Structural knowledge is developed through a suite of lectures and accompanying practical exercises, and is assessed through technical reports and a final examination. They are required to integrate multiple criteria, including thematic, conceptual, programmatic and technical concerns into a persuasive architectural proposition.

As the culminating design studio for the degree, students are presented with the opportunity to develop an architectural position within their projects. Architecture Studio 3B continues themes from Architecture Studio 3A, extending design understanding with respect to programmatic ambition and situating a symbolic public building proposal within a specific urban site.
Particular attention is paid to the conventions of architectural representation as 'Communications' to doubly generate as well as conceptually clarify design opportunities.
Computational modes of modelling are a particular focus. Structural, technical and material thinking is encouraged in coherent relation to students' strategic design intent and through studied historical and cultural awareness. The studio consolidates students' abilities in communicating and translating architecture using advanced modes of graphic visualisation through 3D modelling software and associated fabrication potentials. Hybrid techniques for moving between computational and actual realms are promoted in parallel with clarifying attitudes toward contemporary built and un-built environments.
Depth of design development is promoted via a dual emphasis: early analysis of exemplary architectural thinking coupled with intensive speculative and projective exploration. Students aim to produce conceptually challenging, integrated and compelling pre-professional architectural design projects confronting a variety of spatial contexts.

Biology is an immensely diverse science. Biologists study life at all levels, from the fundamental building blocks (genes, proteins) to whole ecosystems in which myriads of species interact. Evolution is the unifying concept that runs through the life sciences, from the origin and diversification of life to understanding behaviour, to dealing with disease. Evolution through natural selection is the framework in biology in which specific details make sense. This unit explores how new species continue to arise while others go extinct and discusses the role of mutations as the raw material on which selection acts. It explains how information is transferred between generations through DNA, RNA and proteins, transformations which affect all aspects of biological form and function. Science builds and organises knowledge of life and evolution in the form of testable hypotheses. You will participate in inquiry-led practical classes investigating single-celled organisms and the diversity of form and function in plants and animals. By doing this unit of study, you will develop the ability to examine novel biological systems and understand the complex processes that have shaped those systems.

Paradigm shifts in biology have changed the emphasis from single biomolecule studies to complex systems of biomolecules, cells and their interrelationships in ecosystems of life. Such an integrated understanding of cells, biomolecules and ecosystems is key to innovations in biology. Life relies on organisation, communication, responsiveness and regulation at every level. Understanding biological mechanisms, improving human health and addressing the impact of human activity are the great challenges of the 21st century. This unit will investigate life at levels ranging from cells, and biomolecule ecosystems, through to complex natural and human ecosystems. You will explore the importance of homeostasis in health and the triggers that lead to disease and death. You will learn the methods of cellular, biomolecular, microbial and ecological investigation that allow us to understand life and discover how expanding tools have improved our capacity to manage and intervene in ecosystems for our own health and organisms in the environment that surround and support us . You will participate in inquiry-led practicals that reinforce the concepts in the unit. By doing this unit you will develop knowledge and skills that will enable you to play a role in finding global solutions that will impact our lives.

Biology is an immensely diverse science. Biologists study life at all levels, from the fundamental building blocks (genes, proteins) to whole ecosystems in which myriads of species interact. Evolution is the unifying concept that runs through the life sciences, from the origin and diversification of life to understanding behaviour, to dealing with disease. Evolution through natural selection is the framework in biology in which specific details make sense. This unit explores how new species continue to arise while others go extinct and discusses the role of mutations as the raw material on which selection acts. It explains how information is transferred between generations through DNA, RNA and proteins, transformations which affect all aspects of biological form and function. Science builds and organises knowledge of life and evolution in the form of testable hypotheses. You will participate in inquiry-led practical classes investigating single-celled organisms and the diversity of form and function in plants and animals.
Life and Evolution (Advanced) has the same overall structure as BIOL1006 but material is discussed in greater detail and at a more advanced level. Students enrolled in BIOL1906 participate in an authentic urban biodiversity management research project with a focus on developing skills in critical evaluation, experimental design, data analysis and communication.

Paradigm shifts in biology have changed the emphasis from single biomolecule studies to complex systems of biomolecules, cells and their interrelationships in ecosystems of life. Such an integrated understanding of cells, biomolecules and ecosystems is key to innovations in biology. Life relies on organisation, communication, responsiveness and regulation at every level. Understanding biological mechanisms, improving human health and addressing the impact of human activity are the great challenges of the 21st century. This unit will investigate life at levels ranging from cells, and biomolecule ecosystems, through to complex natural and human ecosystems. You will explore the importance of homeostasis in health and the triggers that lead to disease and death. You will learn the methods of cellular, biomolecular, microbial and ecological investigation that allow us to understand life and discover how expanding tools have improved our capacity to manage and intervene in ecosystems for our own health and organisms in the environment that surround and support us . This unit of study has the same overall structure as BIOL1007 but material is discussed in greater detail and at a more advanced level. The content and nature of these components may vary from year to year.

Biology is an immensely diverse science. Biologists study life at all levels, from the fundamental building blocks (genes, and proteins) to whole ecosystems in which myriad species interact. Evolution is the unifying concept that runs through the life sciences, from the origin and diversification of life to understanding behaviour, to dealing with disease. Evolution through natural selection is the framework in biology in which specific details make sense. Science builds and organises knowledge of life and evolution in the form of testable hypotheses. The practical work syllabus for BIOL1996 is different from that of BIOL1906 (Advanced) and consists of a special project-based laboratory.

Paradigm shifts in biology have changed the emphasis from single biomolecule studies to complex systems of biomolecules, cells and their interrelationships in ecosystems of life. Such an integrated understanding of cells, biomolecules and ecosystems is key to innovations in biology. Life relies on organisation, communication, responsiveness and regulation at every level. Understanding biological mechanisms, improving human health and addressing the impact of human activity are the great challenges of the 21st century. This unit will investigate life at levels ranging from cells, and biomolecule ecosystems, through to complex natural and human ecosystems. You will explore the importance of homeostasis in health and the triggers that lead to disease and death. You will learn the methods of cellular, biomolecular, microbial and ecological investigation that allow us to understand life and intervene in ecosystems to improve health. The same theory will be covered as in the advanced stream but in this Special Studies Unit, the practical component is a research project. The research will be a synthetic biology project investigating genetically engineered organisms. Students will have the opportunity to develop higher level generic skills in computing, communication, critical analysis, problem solving, data analysis and experimental design.

This unit investigates the fundamentals of accounting and aims to provide a broad understanding of the role of accounting in the context of business and society. The format of the unit is designed to show that there are many uses of accounting data. The focus moves from accountability to decision making; both functions are explained through examples such as the 'double entry equation', and from an output (financial statements) perspective. Some more technical aspects of accounting are outlined, including the elements of assets, liabilities, revenues and expenses within simple, familiar scenarios. Besides developing an understanding of the role of accounting via conventional financial reports, recent developments including the discharge of accountability by companies through the release of corporate social and environmental reports and the global financial crisis, are explored through an accounting lens.

Chemistry describes how and why things happen from a molecular perspective. Chemistry underpins all aspects of the natural and physical world, and provides the basis for new technologies and advances in the life, medical and physical sciences, engineering, and industrial processes. This unit of study will further develop your knowledge and skills in chemistry for application to life and medical sciences, engineering, and further study in chemistry. You will learn about nuclear and radiation chemistry, wave theory, atomic orbitals, spectroscopy, bonding, enthalpy and entropy, equilibrium, processes occurring in solutions, and the functional groups in carbon chemistry. You will develop experimental design, conduct and analysis skills in chemistry through experiments that ask and answer questions like how do dyes work, how do we desalinate water, how do we measure the acid content in foods, how do we get the blue in a blueprint, and how do we extract natural products from plants? Through inquiry, observation and measurement, you will understand the 'why' and the 'how' of the natural and physical world and will be able to apply this understanding to real-world problems and solutions. This unit of study is directed toward students with a satisfactory prior knowledge of the HSC chemistry course.

Chemistry transforms the way we live. It provides the basis for understanding biological, geological and atmospheric processes, how medicines work, the properties of materials and substances, how beer is brewed, and for obtaining forensic evidence. This unit of study builds upon your prior knowledge of chemistry to further develop your knowledge and skills in chemistry for application to life and medical sciences, engineering, industrial processing, and further study in chemistry. You will learn about organic chemistry reactions, structural determination, nitrogen chemistry, industrial processes, kinetics, electrochemistry, thermochemistry, phase behaviours, solubility equilibrium and chemistry of metals. You will further develop experimental design, conduct and analysis skills in chemistry through experiments that ask and answer questions like how do we develop lotions that don't burn us, how do we measure UV absorption by sunscreens, how can we measure and alter soil pH, how are sticky things made, and how do we determine the concentration of vitamin C in juice? Through enquiry, observation and measurement, you will understand the 'why' and the 'how' of the natural and physical world and will be able to apply this understanding to real-world problems and solutions. Chemistry 1B is built on a satisfactory prior knowledge of Chemistry 1A.

Chemistry describes how and why things happen from a molecular perspective. Chemistry underpins all aspects of the natural and physical world, and provides the basis for new technologies and advances in sciences, engineering, and industrial processes. This unit of study will further develop your knowledge and skills in chemistry for broad application, including further study in chemistry. You will learn about nuclear and radiation chemistry, wave theory, atomic orbitals, spectroscopy, bonding, enthalpy and entropy, equilibrium, processes occurring in solutions, and the functional groups of molecules. You will develop experimental design, conduct and analysis skills in chemistry through experiments that ask and answer questions about the chemical nature and processes occurring around you. Through inquiry, observation and measurement, you will better understand natural and physical world and will be able to apply this understanding to real-world problems and solutions. This unit of study is directed toward students with a good secondary performance both overall and in chemistry or science. Students in this category are expected to do this unit rather than Chemistry 1A. Compared to the mainstream Chemistry 1A, the theory component of this unit provides a higher level of academic rigour and makes broader connections between topics.

Chemistry transforms the way we live. It provides the basis for understanding biological, geological and atmospheric processes, how medicines work, the properties of materials and substances, how beer is brewed, and for obtaining forensic evidence. This unit of study builds upon your prior knowledge of chemistry to further develop your knowledge and skills in chemistry for broad application, including further study in chemistry. You will learn about organic chemistry reactions, structural determination, nitrogen chemistry, industrial processes, kinetics, electrochemistry, thermochemistry, phase behaviour, solubility equilibrium and chemistry of metals. You will further develop experimental design, conduct and analysis skills in chemistry through experiments that ask and answer questions about the chemical nature and processes occurring around you. Through enquiry, observation and measurement, you will better understand natural and physical world and will be able to apply this understanding to real-world problems and solutions. Chemistry 1B (Advanced) is built on a satisfactory prior knowledge of Chemistry 1A (Advanced). Compared to the mainstream Chemistry 1B, the theory component of this unit provides a higher level of academic rigour and makes broader connections between topics.

There are over 144 million chemical substances so far identified, a diversity that makes possible the rich fabric of the material and biological worlds. Underpinning this huge diversity are a few fundamental rules of electronic arrangements in atoms and molecules that determine what molecules will be stable and when they will undergo transformation by chemical reaction. This unit will describe these fundamental rules and investigate how electronic rearrangements stabilise molecules by forming covalent bonds. You will investigate the quantum theory of bonding and apply these concepts to establish the rules that govern bond geometries, aromaticity, substitution and elimination reactions. You will investigate the bonding of metal complexes and the relation between magnetism and structure in these compounds. You will learn the fundamentals of electronic and vibrational spectroscopies and how these techniques are used to measure molecular properties. By doing this unit you will develop the fundamental understanding of chemical stability and reactivity essential for further work in all chemically related fields and have established a solid foundation for further study in chemistry.

Modern society is reliant on manufactured chemicals to meet our everyday needs in food production, medicines, clothing and technological applications. Traditional approaches to building molecules have largely ignored the detrimental environmental impacts of the manufacturing processes, but this has changed. In this unit you will study contemporary methods used to create life-changing molecules, from pharmaceuticals and bulk chemicals to polymers in the context of the environmental impact of chemical manufacture and the challenges of ensuring both sustainability of source materials and sustainability of waste treatment. You will gain an understanding of the principles and practices of chemical manufacture, the application of catalytic processes, and the methods used to tailor molecular properties, including the spectroscopic and spectrometric techniques of chemical analysis. In this unit you will address the general issues of renewable and non-renewable resources and waste recycling. By doing this unit you will develop an integrated understanding of the challenges of sustainable chemical manufacture and the fundamental basis for continued study in the topics of organic synthesis, environmental chemistry, polymer science and industrial processes. These same lectures are also covered in CHEM2532 Concepts in Sustainable Chemical Manufacture but with the laboratory program replaced by a series of classroom workshops and assignments.

All known life is based on four extraordinary families of molecules: carbohydrates, proteins, lipids and the nucleic acids. While the chemistry of these molecules within living cells is the subject of biochemistry, this unit of study explores the chemistry beyond that of normal biological function to provide the foundations for drug design, development of bio-sensors and programmed self-assembly. This unit of study will cover the fundamental chemistry of carbohydrates, lipids, proteins and nucleic acids. You will learn about the spontaneous organisation of these molecules into larger structures - globular proteins, DNA helices, and lipid membranes - and the new properties that emerge as a result. You will explore how metal ions interact with proteins to produce a variety of catalytic and molecular binding sites. Powerful modern techniques such as fluorescence and cryo-electron microscopy will be explained and their capacity to provide deeper insights in biological and medical applications explored. By doing this unit you will develop a fundamental understanding of the properties of biological molecules and a firm foundation for further studies in drug design, food and cosmetic science, advanced bio-sensing and the growing field of chemical applications based on biological materials. These same lectures are also covered in CHEM2533 Concepts in Chemistry of Biological Molecules but with the laboratory program replaced by a series of classroom workshops and assignments.

Chemical physics is the study of how the laws of physics gives rise to the complexity of molecular behavior and the extraordinary variety of materials and properties - from liquid crystals to tungsten carbide - that result when large numbers of atoms or molecules interact with each other. To trace the connection between fundamental physical laws and their diverse material outcomes you will apply computational techniques and gain experience in the modelling tools used in material design and technological development. You will address the fundamentals of structure in materials including symmetry and crystal stability, defects, porous structures and emergent properties such as magnetism. You will explore the statistical origins of thermodynamic stability and chemical kinetics, concepts fundamental to battery, fuel cell, sensor, and capacitor technologies. Modern experimental methods for structural determination (e. g. neutron diffraction) and dynamics (e. g. pulsed laser spectroscopy) will be covered. By doing this unit you will develop a deep insight into the physical basis of complex chemical systems and a firm foundation for future studies in physical and computational chemistry, materials science, and device design. These same lectures are also covered in CHEM2534 Concepts in Chemical Physics but with the laboratory program replaced by a series of classroom workshops and assignments.

In this unit we explore relationships between education, poverty and international development in multi-level contexts. It acknowledges the importance of a broad view of concepts and practices of 'international development', including economic, political, and cultural dimensions. We examine poverty and education and explore educational implications of global social policies Education for all, the Millennium and Sustainable Development Goals. We investigate multiple actors in global development and the politics of aid. Using case studies of specific contexts we locate key issues and explore understandings of how related reforms are experienced and contested locally, regionally and nationally.

All of the food that we produce and consume is processed in some way. The manufacture of composite food products, which have distinct properties to their constituent ingredients, requires a complex series of processing operations. However, even ready-to-eat fresh foods undergo processing to facilitate distribution to consumers, maximise shelf-life, and ensure food safety. This unit will examine the biochemical and physicochemical transformations that occur in food materials during processing and how processing parameters affect the fulfilment of food quality, shelf-life, and safety objectives. The unit is divided into modules on (1) processing to modify food structure; (2) processing for preservation; and value-adding, focused on (3) healthier food and (4) fermentation as interesting case studies in food processing. You will learn methods of food analysis and apply a scientific approach to investigating the relationships between food composition, functionality, processing conditions, and end-product properties. By doing this unit, you will develop a sound understanding of the scientific principles underpinning food processing decisions and outcomes. This is well-regarded in the food industry, particularly FMCG and manufacturing, as the ability to systematically characterise, analyse, and troubleshoot processes can be applied to a wide range of industrial situations.

Course objectives: To introduce basic geology and the principles of site investigation to civil engineering students. Expected outcomes: Students should develop an appreciation of geologic processes and their influence civil engineering works, acquire knowledge of the most important rocks and minerals and be able to identify them, and interpret geological maps with an emphasis on making construction decisions. Syllabus summary: Geological concepts relevant to civil engineering and the building environment. Introduction to minerals; igneous, sedimentary and metamorphic rocks, their occurrence, formation and significance. General introduction to physical geology and geomorphology, structural geology, plate tectonics, hydrogeology, rock core logging site investigation techniques for construction. Associated laboratory work on minerals, rocks and mapping.

This unit examines theoretical and practical issues confronting global health professionals and practitioners, especially in low-resource settings. It provides students with opportunities to apply their disciplinary expertise in the interdisciplinary, international health setting. The unit takes interdisciplinary approach to introduce students to: a) historical, political and economic forces that influence the health of populations around the world and contribute to international health inequities; b) global health crises (emerging infectious disease, chronic disease and disability) facing both developed and developing countries and their impact; and, c) international health practices, including key actors and initiatives, as well as challenges and strategies for working in cross-cultural contexts. The unit provides students with an understanding of health determinants and interventions in international contexts, with a particular emphasis on low-resource settings. Examples of topics covered include health, poverty and inequality, foreign aid and development assistance, globalisation, technology and health. The unit also provides an introductory overview of contemporary international health challenges such as food security, humanitarian crises and climate change. Students will undertake individual and group work to study global health from multiple disciplinary perspectives; they will investigate an in-depth study of a global health issue, exploring the context in which it emerged and the forces that propel it, and advocate for actions to improve the issue in a specific local context and population group.

Large scale, sudden onset disasters strike with little or no warning. In their wake, they leave shattered infrastructure, collapsed services and traumatised populations, while the number of dead, injured and homeless often reaches staggering proportions. Humanitarian aid organisations, such as the Red Cross, Doctors without Borders or Oxfam, to name just a few, are usually amongst the first responders, but depend on extremely agile supply chains to support their worldwide operations. Successful disaster relief missions are characterised by the ability of professionals to cope with time pressure, high uncertainty and unusual restrictions. This unit is designed as an introduction to the coordination and management of humanitarian aid and emergency response logistics. Case studies of real events, such as the 2004 Boxing Day tsunami and the 2010 Haiti earthquake provide the framework for analysis and research, while discussion of operational factors, simulations, workshops and group exercises offer students an interactive learning environment.

MATH1002 is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering.
This unit of study introduces vectors and vector algebra, linear algebra including solutions of linear systems, matrices, determinants, eigenvalues and eigenvectors.

In a data-rich world, global citizens need to problem solve with data, and evidence based decision-making is essential is every field of research and work.
This unit equips you with the foundational statistical thinking to become a critical consumer of data. You will learn to think analytically about data and to evaluate the validity and accuracy of any conclusions drawn. Focusing on statistical literacy, the unit covers foundational statistical concepts, including the design of experiments, exploratory data analysis, sampling and tests of significance.

Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates differential calculus and integral calculus of one variable and the diverse applications of this theory. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include complex numbers, functions of a single variable, limits and continuity, differentiation, optimisation, Taylor polynomials, Taylor's Theorem, Taylor series, Riemann sums, and Riemann integrals.

Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates multivariable differential calculus and modelling. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include mathematical modelling, first order differential equations, second order differential equations, systems of linear equations, visualisation in 2 and 3 dimensions, partial derivatives, directional derivatives, the gradient vector, and optimisation for functions of more than one variable.

This unit introduces students to the language and key methods of the area of Discrete Mathematics. The focus is on mathematical concepts in discrete mathematics and their applications, with an emphasis on computation. For instance, to specify a computational problem precisely one needs to give an abstract formulation using mathematical objects such as sets, functions, relations, orders, and sequences. In order to prove that a proposed solution is correct, one needs to apply the principles of mathematical logic, and to use proof techniques such as induction. To reason about the efficiency of an algorithm, one often needs to estimate the growth of functions or count the size of complex mathematical objects. This unit provides the necessary mathematical background for such applications of discrete mathematics. Students will be introduced to mathematical logic and proof techniques; sets, functions, relations, orders, and sequences; counting and discrete probability; asymptotic growth; and basic graph theory.

This unit is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering. It parallels the normal unit MATH1002 but goes more deeply into the subject matter and requires more mathematical sophistication.

This unit is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering. This Advanced level unit of study parallels the normal unit MATH1005 but goes more deeply into the subject matter and requires more mathematical sophistication.

Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates differential calculus and integral calculus of one variable and the diverse applications of this theory. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include complex numbers, functions of a single variable, limits and continuity, differentiation, optimisation, Taylor polynomials, Taylor's Theorem, Taylor series, Riemann sums, and Riemann integrals. Additional theoretical topics included in this advanced unit include the Intermediate Value Theorem, Rolle's Theorem, and the Mean Value Theorem.

Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates multivariable differential calculus and modelling. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include mathematical modelling, first order differential equations, second order differential equations, systems of linear equations, visualisation in 2 and 3 dimensions, partial derivatives, directional derivatives, the gradient vector, and optimisation for functions of more than one variable. Additional topics covered in this advanced unit of study include the use of diagonalisation of matrices to study systems of linear equation and optimisation problems, limits of functions of two or more variables, and the derivative of a function of two or more variables.

This unit opens with topics from vector calculus, including vector-valued functions (parametrised curves and surfaces; vector fields; div, grad and curl; gradient fields and potential functions), line integrals (arc length; work; path-independent integrals and conservative fields; flux across a curve), iterated integrals (double and triple integrals, polar, cylindrical and spherical coordinates; areas, volumes and mass; Green's Theorem), flux integrals (flow through a surface; flux integrals through a surface defined by a function of two variables, through cylinders, spheres and other parametrised surfaces), Gauss' and Stokes' theorems. The unit then moves to topics in solution techniques for ordinary and partial differential equations (ODEs and PDEs) with applications. It provides a basic grounding in these techniques to enable students to build on the concepts in their subsequent courses. The main topics are: second order ODEs (including inhomogeneous equations), higher order ODEs and systems of first order equations, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series).

Linear and abstract algebra is one of the cornerstones of mathematics and it is at the heart of many applications of mathematics and statistics in the sciences and engineering. This unit investigates and explores properties of linear functions, developing general principles relating to the solution sets of homogeneous and inhomogeneous linear equations, including differential equations. Linear independence is introduced as a way of understanding and solving linear systems of arbitrary dimension. Linear operators on real spaces are investigated, paying particular attention to the geometrical significance of eigenvalues and eigenvectors, extending ideas from first year linear algebra. To better understand symmetry, matrix and permutation groups are introduced and used to motivate the study of abstract group theory.

Analysis grew out of calculus, which leads to the study of limits of functions, sequences and series. It is one of the fundamental topics underlying much of mathematics including differential equations, dynamical systems, differential geometry, topology and Fourier analysis. This unit introduces the field of mathematical analysis both with a careful theoretical framework as well as selected applications. It shows the utility of abstract concepts and teaches an understanding and construction of proofs in mathematics. This unit will be useful to students of mathematics, science and engineering and in particular to future school mathematics teachers, because we shall explain why common practices in the use of calculus are correct, and understanding this is important for correct applications and explanations. The unit starts with the foundations of calculus and the real numbers system. It goes on to study the limiting behaviour of sequences and series of real and complex numbers. This leads naturally to the study of functions defined as limits and to the notion of uniform convergence. Returning to the beginnings of calculus and power series expansions leads to complex variable theory: elementary functions of complex variable, the Cauchy integral theorem, Cauchy integral formula, residues and related topics with applications to real integrals.

This unit starts with an investigation of linearity: linear functions, general principles relating to the solution sets of homogeneous and inhomogeneous linear equations (including differential equations), linear independence and the dimension of a linear space. The study of eigenvalues and eigenvectors, begun in junior level linear algebra, is extended and developed. The unit then moves on to topics from vector calculus, including vector-valued functions (parametrised curves and surfaces; vector fields; div, grad and curl; gradient fields and potential functions), line integrals (arc length; work; path-independent integrals and conservative fields; flux across a curve), iterated integrals (double and triple integrals; polar, cylindrical and spherical coordinates; areas, volumes and mass; Green's Theorem), flux integrals (flow through a surface; flux integrals through a surface defined by a function of two variables, though cylinders, spheres and parametrised surfaces), Gauss' Divergence Theorem and Stokes' Theorem.

This unit introduces students to several related areas of discrete mathematics, which serve their interests for further study in pure and applied mathematics, computer science and engineering. Topics to be covered in the first part of the unit include recursion and induction, generating functions and recurrences, combinatorics. Topics covered in the second part of the unit include Eulerian and Hamiltonian graphs, the theory of trees (used in the study of data structures), planar graphs, the study of chromatic polynomials (important in scheduling problems).

This is the advanced version of MATH2021, with more emphasis on the underlying concepts and mathematical rigour. The vector calculus component of the course will include: parametrised curves and surfaces, vector fields, div, grad and curl, gradient fields and potential functions, lagrange multipliers line integrals, arc length, work, path-independent integrals, and conservative fields, flux across a curve, double and triple integrals, change of variable formulas, polar, cylindrical and spherical coordinates, areas, volumes and mass, flux integrals, and Green's Gauss' and Stokes' theorems. The Differential Equations half of the course will focus on ordinary and partial differential equations (ODEs and PDEs) with applications with more complexity and depth. The main topics are: second order ODEs (including inhomogeneous equations), series solutions near a regular point, higher order ODEs and systems of first order equations, matrix equations and solutions, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, elementary Sturm-Liouville theory, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series). The unit then moves to topics in solution techniques for ordinary and partial differential equations (ODEs and PDEs) with applications. It provides a more thorough grounding in these techniques to enable students to build on the concepts in their subsequent courses. The main topics are: second order ODEs (including inhomogeneous equations), higher order ODEs and systems of first order equations, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series).

Linear and abstract algebra is one of the cornerstones of mathematics and it is at the heart of many applications of mathematics and statistics in the sciences and engineering. This unit is an advanced version of MATH2022, with more emphasis on the underlying concepts and on mathematical rigour. This unit investigates and explores properties of vector spaces, matrices and linear transformations, developing general principles relating to the solution sets of homogeneous and inhomogeneous linear equations, including differential equations. Linear independence is introduced as a way of understanding and solving linear systems of arbitrary dimension. Linear operators on real spaces are investigated, paying particular attention to the geometrical significance of eigenvalues and eigenvectors, extending ideas from first year linear algebra. To better understand symmetry, matrix and permutation groups are introduced and used to motivate the study of abstract groups theory. The unit culminates in studying inner spaces, quadratic forms and normal forms of matrices together with their applications to problems both in mathematics and in the sciences and engineering.

Analysis grew out of calculus, which leads to the study of limits of functions, sequences and series. It is one of the fundamental topics underlying much of mathematics including differential equations, dynamical systems, differential geometry, topology and Fourier analysis. This advanced unit introduces the field of mathematical analysis both with a careful theoretical frame- work as well as selected applications.This unit will be useful to students with more mathematical maturity who study mathematics, science, or engineering. Starting off with an axiomatic description of the real numbers system, this unit concentrates on the limiting behaviour of sequences and series of real and complex numbers. This leads naturally to the study of functions defined as limits and to the notion of uniform con-vergence. Special attention is given to power series, leading into the theory of analytic functions and complex analysis. Besides a rigorous treatment of many concepts from calculus, you will learn the basic results of complex analysis such as the Cauchy integral theorem, Cauchy integral formula, the residues theorems, leading to useful techniques for evaluating real integrals. By doing this unit, you will develop solid foundations in the more formal aspects of analysis, including knowledge of abstract concepts, how to apply them and the ability to construct proofs in mathematics.

This unit examines the relationships among marketing organisations and final consumers in terms of production-distribution channels or value chains. It focuses on consumer responses to various marketing decisions (product mixes, price levels, distribution channels, promotions, etc.) made by private and public organisations to create, develop, defend, and sometimes eliminate, product markets. Emphasis is placed on identifying new ways of satisfying the needs and wants and creating value for consumers. While this unit is heavily based on theory, practical application of the concepts to "real world" situations is also essential. Specific topics of study include: market segmentation strategies; market planning; product decisions; new product development; branding strategies; channels of distribution; promotion and advertising; pricing strategies; and customer database management.

This unit of study is for students who gained 65 marks or better in HSC Physics or equivalent. The lecture series covers the topics of mechanics, thermal physics, and oscillations and waves.

This unit of study is designed for students majoring in physical and engineering sciences and emphasis is placed on applications of physical principles to the technological world. The lecture series covers the topics of fluids, electromagnetism, and quantum physics.

This unit of study is intended for students who have a strong background in Physics and an interest in studying more advanced topics. It proceeds faster than Physics 1 (Regular), covering further and more difficult material. The lecture series contains modules on the topics of mechanics, thermal physics, oscillations and waves and chaos. The laboratory work also provides an introduction to computational physics using chaos theory as the topic of study.

This unit of study is designed to build on the knowledge gained in Junior Physics, to provide Electrical Engineering students with the knowledge of relevant topics of Physics at the Intermediate level, and with associated skills. Completion of the unit provides a solid foundation for further studies in Electrical Engineering and related engineering areas. The aims of this unit are linked to the generic attributes required of graduates of the University in knowledge skills, thinking skills, personal skills and attributes, and practical skills. By the end of this unit of study, students will be able to describe and apply concepts in optics, electromagnetism and basic solid state physics and technology at the Intermediate level. They will be able to use computational techniques to analyze optics problems. The modules in this unit of study are: Optics (13 lectures): The wave nature of light, optical phenomena and the interaction of light with matter: interference and diffraction effects; fundamental limits to resolution of optical instruments; polarisation; dispersion; coherence. These are presented within the context of several key optical technologies including lasers, CD/DVD players, optical fibre communication systems, gratings and Mach Zehnder modulation. Electromagnetic Properties of Matter (12 lectures): Electric and magnetic effects in materials; the combination of electric and magnetic fields to produce light and other electromagnetic waves in vacuum and matter. Solid State and Device Physics (13 lectures): Introduction to quantum mechanics, Fermi-Dirac statistics, electronic properties of solids (metal, semiconductors and insulators), doping and the semiconductor PN junction; introduction to nanotechnology; fabrication technologies, nano-imaging technologies, nanoelectronics. Computational Physics (10 sessions of 2 hours each): In a computing laboratory students use Matlab-based simulation software to conduct virtual experiments in optics, which illustrate and extend the relevant lectures. Students also gain experience in the use of computers to solve problems in physics.