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Curtin University

  • 28% international / 72% domestic

Doctor of Philosophy - Mathematical Sciences

  • Doctorate (PhD)

Doctor of Philosophy (Mathematical Sciences) is designed for students to develop higher level research skills in mathematical sciences and its application through undertaking a program of independent supervised study. Students are expected to produce significant and original research outcomes in one or more disciplinary areas of mathematical sciences, including applied mathematics, statistics, mathematical analysis, numerical and computational mathematics.

Key details

Degree Type
Doctorate (PhD)
Duration
4 years full-time
Course Code
DR-MATHSC, 114120M
Intake Months
Jan, Jul
International Fees
$39,900 per year / $159,600 total

About this course

Overview

Doctor of Philosophy (Mathematical Sciences) is designed for students to develop higher level research skills in mathematical sciences and its application through undertaking a program of independent supervised study. Students are expected to produce significant and original research outcomes in one or more disciplinary areas of mathematical sciences, including applied mathematics, statistics, mathematical analysis, numerical and computational mathematics.

Why research at Curtin

Curtin is widely recognised for applied research firmly focused on solving real-world problems. Underpinning our research endeavours are strong partnerships with industry, business and government, which result in outcomes that greatly benefit the broader community locally, nationally and globally. Our international reputation for being a strong partner in industry-driven research ensures our graduates enjoy outstanding opportunities to become innovators in their fields.

What you'll learn
  • demonstrate expert understanding of theoretical knowledge in Mathematical Sciences and reflect critically on that knowledge and its application.
  • think critically by investigating, analysing, and synthesising complex information, problems, concepts, and theories, undertake systematic investigation and reflect on theory and practice to generate original knowledge.
  • communicate and present a coherent and sustained argument and to disseminate research concepts, plans and results to the general community, peers, and the national and international research community.
  • present a complex investigation of originality or original research for external examination against international standards.
  • understand the global and cultural issues related to their original research and how these issues impact on the advancement of Mathematical Sciences.
  • design, implement, analyse, theorise, and communicate research that makes a significant and original contribution to knowledge and/or professional practice.

Entry requirements

Admission criteria

What you need in order to get into this course. There are different pathway options depending on your level of work and education experience.

English requirements

Curtin requires all applicants to demonstrate proficiency in English. Specific English requirements for this course are outlined in the IELTS table below.

IELTS Academic (International English Language Testing System)

  • Writing: 6.0
  • Speaking: 6.0
  • Reading: 6.0
  • Listening: 6.0
  • Overall band score: 6.5

What you will learn

What you'll learn

  • demonstrate expert understanding of theoretical knowledge in Mathematical Sciences and reflect critically on that knowledge and its application.
  • think critically by investigating, analysing, and synthesising complex information, problems, concepts, and theories, undertake systematic investigation and reflect on theory and practice to generate original knowledge.
  • communicate and present a coherent and sustained argument and to disseminate research concepts, plans and results to the general community, peers, and the national and international research community.
  • present a complex investigation of originality or original research for external examination against international standards.
  • understand the global and cultural issues related to their original research and how these issues impact on the advancement of Mathematical Sciences.
  • design, implement, analyse, theorise, and communicate research that makes a significant and original contribution to knowledge and/or professional practice.

Credit for prior study or work

Finish your course sooner with credit for your previous study or work experience.

How to apply

Please review information on how to apply for the campus of your choice