An essay on a topic related to mathematics may be offered for examination at Part B as a double unit. It is equivalent to a 32-hour lecture course. Generally, students will have 6 hours of supervision distributed over Michaelmas and Hilary terms. In addition there are lectures on writing mathematics and using LaTeX in Michaelmas and Hilary terms. See the lecture list for details.
Students considering offering an essay should read the Guidance Notes on Extended Essays and Dissertations in Mathematics available at:
https://www.maths.ox.ac.uk/members/students/undergraduate-courses/teaching-and-learning/projects
Application
Students must apply to the Mathematics Projects Committee for approval of their proposed topic in advance of beginning work on their essay. Proposals should be addressed to the Chair of the Projects Committee, c/o Undergraduate Studies Administrator, Room S0.15, Mathematical Institute and are accepted from the end of Trinity Term. All proposals must be received before 12noon on Friday of Week 0 of Michaelmas Full Term. The application form is available at https://www.maths.ox.ac.uk/members/students/undergraduate-courses/teaching-and-learning/projects.
Once a title has been approved, it may only be changed by approval of the Chair of the Projects Committee.
Assessment
Each project is independently double-marked, normally by the project supervisor and one other assessor. The two marks are then reconciled to give the overall mark awarded. The reconciliation of marks is overseen by the examiners and follows the department's reconciliation procedure (see https://www.maths.ox.ac.uk/members/students/undergraduate-courses/teaching-and-learning/projects).
Submission
TWO copies of your essay, identified by your candidate number only, should be sent to the Chair of Examiners, FHS of Mathematics Part B, Examination Schools, Oxford, to arrive no later than 12noon on Monday of week 10, Hilary Term 2020. An electronic copy of your dissertation should also be submitted via the Mathematical Institute website. Further details may be found in the Guidance Notes on Extended Essays and Dissertations in Mathematics.