PhD SCHOLARSHIP- School of Mathematical Science
Work type: 2 Fixed term PhD scholarships – Full-time, up to 3 years
Location: Adelaide, Australia
Categories: Faculty of Engineering, Computer & Mathematical Sciences
Prestigious international university
ARC-funded project titled ‘Advances in Index Theory
The University of Adelaide is one of Australia’s leading Group of Eight, research-intensive universities and is consistently ranked among the top 1% of universities in the world. Established in 1874, it is Australia’s third oldest university with a strong reputation for delivering educated leaders and delivering research results that contribute to local, national and global wellbeing. University of Adelaide employees enjoy a range of benefits and work opportunities that include opportunities for career development and advancement.
Pure Mathematics received the top ranking of 5 in ERA 2015, making it one of the premier departments in the country. It hosts the Institute for Geometry and its Applications, (http://www.iga.adelaide.edu.au/) which is extremely active at organizing workshops, lecture series and instructional schools that benefit HDR students and other staff.
Research topics include: Index theory of elliptic operators; geometric analysis, positive scalar curvature; mathematical gauge theory; mathematics of string theory; mathematics of condensed matter physics.
These include: * A PhD scholarship of $ 27,082 / per annum (2018 rate) for 3 years, available from March 1st, 2018. * Full coverage of PhD tuition fees (if applicable)
Applicants should hold honors or a masters degree in pure mathematics or mathematical physics. Equivalent international qualifications will be considered.
You can request a copy of your application summary by emailing email@example.com with Request for application summary in the subject heading.
Closing date: This position will be open until filled.
Domestic applicants should apply for admission via the domestic online application form.
International applicants should apply for admission via the International online application form.