新英格蘭大學(xué)

The University of New England is committed to maintaining its strong research culture, underpinned by high research training standards. The Master of Science Rules provide the framework for one of the University's AQF Level 9 awards. They provide the rigorous processes that are essential for the maintenance of academic quality and integrity in the University's operations, and that reflect the University's values of providing a formative, respectful, inclusive, flexible and innovative environment for the delivery of high quality research training for its students.

Mathematicians at UNE are actively engaged in research in several areas of mathematics.

In the area of nonlinear and complex analysis we investigate both pure and applied mathematical problems through analytical as well as topological and algebraic tools. Our research involves national and international collaborations, and has been supported by various national and international competitive grants.

In algebraic topology, homotopy theoretical models for manifolds from differential geometry provide a link between geometry and algebra and category theory. As a result, these are being increasingly applied to current research in theoretical physics.

Specific research topics include:

• Nonlinear partial differential equations
• Reaction-diffusion equations
• Mathematical biology
• Nonlinear functional analysis
• Complex analysis
• CR-Geometry
• Complex analytic geometry
• Pseudo holomorphic curves
• Poincar? duality
• Applications of algebraic topology to mathematical physics

Career Opportunities

Graduates are also qualified for employment in research organisations such as CSIRO and ANSTO, universities, environmental protection agencies, and scientific research laboratories.

Course Aims

The Master of Science course aims are to provide a program of independent, supervised research for high calibre graduates that make an advanced contribution to scholarship and mastery of a scientific field of knowledge.

Learning Outcomes

Upon completion of this course, students will be able to:

• exhibit a mastery of a scientific field of knowledge by: (a) having systematically acquired intellectual skill and experience that is grounded in contemporary developments in a scientific field; (b) creating and communicating scholarship of a quality to satisfy peer review, extending the frontier of the field of knowledge and potentially meriting publication; (c) demonstrating knowledge of research principles and methods applicable in advanced academic inquiry;
• conduct research independently and systematically by: (a) conceptualising, designing and implementing a project which will increase knowledge that is applicable or contributes new insights to a scientific field; (b) evaluating ideas and making informed judgements on complex issues or challenges in the scientific field of specialisation; (c) communicating ideas, methodologies and conclusions clearly and effectively to specialist and non-specialist audiences; and
• be accountable for their own learning and professional training by: (a) demonstrating the capacity to undertake further learning and/or a further career in or around research at an advanced level, and contributing substantially to the development or dissemination of new techniques, ideas, or approaches; (b) displaying the qualities and attributes necessary to exercise personal responsibility and autonomous initiative in complex and unpredictable situations, whether in professional environments or in the public domain.