Feel free to point out typos as comments below. Hope you find these write-ups helpful.
- Sheaf-theoretic de Rham isomorphism [Guide: Dr. Ritwik Mukherjee, National Institute of Science Education and Research] — Dissertation 1
- Arithmetic Zeta-Function [Guide : Prof. Conjeevaram Srirangacha Rajan, Tata Institute of Fundamental Research] — Summer 2018
- Arithmetic Geometry – II [Guide : Prof. Brundaban Sahu, National Institute of Science Education and Research] — Semester project 2
- Modular Forms [Guide : Prof. Murugesan Manickam, Kerala School of Mathematics] — Winter 2017
- Arithmetic Geometry – I [Guide : Prof. Brundaban Sahu, National Institute of Science Education and Research] — Semester project 1
- Prime Numbers [Guide : Prof. Kotyada Srinivas, The Institute of Mathematical Sciences] — Summer 2017
- Reciprocity Laws [Guide : Prof. Chandan Singh Dalawat, Harish-Chandra Research Institute] — Winter 2016
- Number Fields [Guide : Prof. Ramesh Sreekantan, Indian Statistical Institute-Bangalore Centre] — Summer 2016
- Diophantine Approximations [Guide : Prof. Ravindranathan Thangadurai, Harish-Chandra Research Institute] — Winter 2015
- Enigma Cryptanalysis [Guide : Prof. Geetha Venkataraman, Ambedkar University Delhi] — Summer 2015
- Diophantine Equations [Guide : Prof. Shashikant Anant Katre, Bhaskaracharya Pratishthana] — Summer 2015
[Last Edited: 20 Nov 2018]
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You will find this report “Transcendental Numbers, The study of π” interesting, :http://www.math.nus.edu.sg/~urops/Projects/transcendental.pdf
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It’ a really nice report and that too by a second semester undergraduate!
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