MATH6211 Topics in Mathematical Physics

Offered By	Department of Mathematics
Academic Career	Graduate Coursework
Course Subject	Mathematics
Offered in	First Semester, 2013, Second Semester, 2013, First Semester, 2014, and Second Semester, 2014
Unit Value	6 units
Course Description	This course introduces students to key concepts and techniques in mathematical physics. Topics will be taken from contemporary research areas in mathematical physics. Possible topics include: Lie algebras String theory Conformal field theory Gauge field theory Integrable models Note: Graduate students attend joint classes with undergraduates but will be assessed separately.
Learning Outcomes	On satisfying the requirements of this course, students will have the knowledge and skills to: 1. Explain the fundamental concepts of a special topic in mathematical physics. 2. Demonstrate accurate and efficient use of specific mathematical physics techniques. 3. Demonstrate capacity for mathematical reasoning through analysing, proving and explaining concepts from mathematical physics.
Indicative Assessment	Assessment is expected to be based on: Three assignments (20% each; LO 1-3) Examination (40%; LO 1-3)
Course Classification(s)	AdvancedAdvanced courses are designed for students having reached 'first degree' level of assumed knowledge, which provide a deep understanding of contemporary issues; or 'second degree' and higher levels of knowledge; or for transition to research training programs. and SpecialistSpecialist courses are designed for students having reached 'first degree' level of assumed knowledge, which provide for the acquisition of specialist skills; or 'second degree' and higher level of knowledge; or for transition to research training programs; or knowledge associated with professional accreditation.
Areas of Interest	Mathematics
Eligibility	Bachelor degree; with third year Mathematics.
Requisite Statement	Third year Mathematics is required.
Consent Required	Please contact MATHSadmin@maths.anu.edu.au for consent to enrol in this course.
Academic Contact	Dr Stephen Roberts

The information published on the Study at ANU 2013 website applies to the 2013 academic year only. All information provided on this website replaces the information contained in the Study at ANU 2012 website.