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PhD Mathematical Logic at University of Manchester

University of Manchester, United Kingdom

Programme overview

Explore the foundations that make mathematics work. Mathematical logic research investigates the formal foundations of mathematics, spanning algebra, logic and number theory. As a postgraduate researcher in this Department of Mathematics research theme, you'll join a lively research environment recognised for world-leading research across pure mathematics. Apply for one of our advertised research projects, or bring your own research question to a supervisor to develop a proposal. Discover more about Mathematics postgraduate research.

Faculty: Faculty of Science and Engineering  |  Department: Department of Mathematics  |  Duration: 3–4 Years FT or equivalent PT study  |  Study mode: full-time / part-time  |  Intake: September 2027  |  Location: Manchester, England, United Kingdom

What you will study

The Department of Mathematics has an outstanding research reputation. The research facilities include one of the finest libraries in the country, the John Rylands University Library.

Official programme page

Application information

Entry requirements

The standard academic entry requirement for this PhD is an upper second-class (2:1) honours degree in a discipline directly relevant to the PhD (or international equivalent) OR any upper-second class (2:1) honours degree and a Master’s degree at merit in a discipline directly relevant to the PhD (or international equivalent). Other combinations of qualifications and research or work experience may also be considered. English language: IELTS 6.5 overall with a minimum of 6 in writing and listening, and 5.5. in all other sub-tests. Interview: An interview is required for entry to this programme of study.

Domestic applicants: GBP 8,100 a year (2027/28). PhD (full-time); Band B fee band Source

International applicants: GBP 31,400 a year (2027/28). PhD (full-time); Band A fee band Source

Intake: September 2027

Duration: 3–4 Years FT or equivalent PT study

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