Calcutta University Advertisement for admission to Ph.D. Programme in Pure Mathematics, 2023 – 2024. University of Calcutta Ph.D Admission Notification 2023.
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Applications are invited for admission to the Ph.D. programme in Pure Mathematics, C.U. (preferably in the areas Graph Theory, Complex Analysis, Measure Theory, Functional Analysis and Differential Geometry).
Calcutta University Ph.D. Admission 2023 – 2024
Candidates desirous of enrolling in the said Ph.D. programme are to apply online in the prescribed form (https://forms.gle/T4wrP8YAFQWu61RN9) after paying the prescribed application fee of Rs. 100/- (online) through SBI Collect [https://www.onlinesbi.com/sbicollect/]*.
Those who have already obtained M.Sc. Final Semester results can only apply. The details about the proposed admission test [RET] (written- MCQ type questions with single/multiple correct answers) and subsequent interview of the candidates are given below.
The candidates who have cleared UGC / CSIR(JRF) / NET / SET / SLET / valid GATE / NBHM for JRF / Teacher Fellowship / Inspire Fellowship or have passed equivalent examinations or passed the M.Phil examination are not required to take the Ph.D. entrance test (RET); however, they’ve to appear for the interview.
Calcutta University Ph.D. Admission
*[To make the payment go to the site specified above, then choose State-(West Bengal), Type-(Educational Institution), then select Calcutta University and proceed to Category-(Payment of Misc. Fees), choose Application for Admission to PhD and proceed to the next step]
(a) Date and venue of written test for Ph.D. Entrance Examination (RET) – 25.07.2023 (12:00 noon. – 2:00 p.m.) , Department of Pure Mathematics, University of Calcutta; 35, Ballygunge Circular Road; Kolkata – 700 019.
On the day of his/her written test (RET), a candidate must submit the filled-in application form (i.e., the hard copy of the uploaded form) along with photocopies of all the testimonials.
(b) Date and venue of Interview for the qualified candidates : From 1st August, 2023 to 4th August, 2023 , Department of Pure Mathematics, University of Calcutta; 35, Ballygunge Circular Road; Kolkata – 700 019.
On the day of his/her interview, a candidate must submit the filled-in application form (i.e., the hard copy of the uploaded form) along with photocopies of all the testimonials. Candidates are also requested to bring the original testimonials for verification, on the day of his/her interview.
(c) Maximum Number of seats available for the Ph.D. Programme – 10
[Reservation regarding SC/ST and others will be followed as per rules]
(d) Syllabus – Topics covered in B.Sc.(Hons.) and M.Sc. courses in Pure Mathematics (excluding topics in elective papers)
(e) Candidates are required to apply online using the link given in the advertisement.
(f ) Deadline for application – 17.07.2023
(g) The list of successful candidates in the entrance test will be displayed in the departmental Notice Board on 27.07.2023 (after 3:30 pm).
(h) Area of Research :
i) Complex Analysis
ii) Functional Analysis
iii) Measure Theory
iv) Graph Theory
v) Differential Geometry
(i) List of documents to be uploaded during filling up of the application form online :
[Size of the uploaded documents must not exceed 10 MB altogether]
● Recent colour photo of the candidate. ‘
● M.Sc. final marksheet.
● Rank Card/Certificate etc. of NET/SET/GATE/M.Phil. etc.
● Caste Certificate, if applicable (SC/ST/OBC-A/OBC-B etc.).
● SBI Collect Transaction document.
● Application Form available with this advertisement (to be downloaded, filled up and signed before uploading)
All the candidates qualified for interview will be intimated individually through their email.
Qualifying RET does neither ensure any research fellowship nor guarantee registration for the Ph. D. degree.
For further details regarding the new regulations and admission procedure for Ph.D. programmes in general, Calcutta University Website may be referred to (www.caluniv.ac.in).
Click on the Link to apply online : https://forms.gle/T4wrP8YAFQWu61RN9
List of Successful Candidates of RET (2023 – 2024) — Department of Pure Mathematics