Post Doctoral Fellowship at IIT Roorkee [Salary Upto Rs. 55k]: Apply by Jul 21: Expired

Department of Mathematics at the Indian Institute of Technology (IIT) Roorkee invites applications from outstanding and enthusiastic researchers for post-doctoral position under the mentorship of Dr. Dwijendra Narain Pandey (Associate Professor in Mathematics), focused on ‘Approximate Controllability of Dynamical Systems using Resolvent Operators’.

Eligibility

Essential qualifications: Ph.D. in Mathematics, have good knowledge of dynamical systems and control systems.

Desirable qualifications: 1 or 2 years of research experience in the areas related to functional differential equations, semigroup theory, controllability and resolvent operators. the prospective candidate should have at least two very good publications in SCI based journals.

Candidates who have recently submitted their Ph.D. thesis are also eligible to apply for the position. However, they will need to present the proof of award of Ph.D. at the time of interview.

How to apply?

Candidates can apply with cover letter, curriculum vitae, list of publications (with the most significant publications highlighted), research statement describing past research and plans for future research by both regular and e-mail, to: Professor and Head, Department of Mathematics, Indian Institute of Technology Roorkee Roorkee -247667 INDIA. Email: nsukvfma[at]iitr.ac.in (and copy to dwijpfma[at]iitnac.in ) and Phone: +91-1332-285341 (office).

Fellowship

The duration of the fellowship will be for two years.

The candidate is expected to join the Department as soon as offer letter has been released. The fellow will receive a consolidated fellowship,

S. No.YearAmount of Fellowship (Rs.)Contingency (Rs.)
 1First-year55,000.00 p.m.50,000.00 per annum
 2Second-year55,000.00 p.m.50,000.00 per annum
Important date

Last date of application is 21 July 2020.

Contact

Email: nsukvfma[at]iitr.ac.in (and copy to dwijpfma[at]iitnac.in)
Phone: +91-1332-285341 (office)

Click here for more details.

 

 

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