The instructional part of the doctoral program consists of pedagogical lectures and projects during the first two semesters. The semesters usually start with the first working day of August/January. Each semester is of 16 weeks duration, excluding mid-semester breaks and examination weeks. There are seven core courses and one project of total 30 credits in the first year of the programme.

 

Syllabus & Credit details:

 

Semester I	Credits	Semester II	Credits
Algebra I	4	Algebra II	4
Analysis I	4	Analysis II	4
Topology I	4	Topology II	4
Differentiable Manifolds	4	Project	2
Research Methodology	9

Course Work Syllabus (*The topics covered in a certain course may vary depending on the instructor.)

Evaluation:

Please read it in details here. See also the Anti Cheating Policy.

In Research Methodology, students are expected to get familiarised with the process of writing academic reports, planning of a research project, writing mathematical texts using Latex software and oral presentation. The students are also expected to be familiarised with research and publication ethics.

Project consists of a semester-long reading courses under the supervision of a faculty, and evaluated based on a typewritten report (using the Latex software), of the study carried out by the student and a seminar given at the end of the semester.

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