Few Notes:
These are my notes from the Modular Curves Seminar Series at IIT Gandhinagar, where PhD scholars give lectures on topics related to modular curves and modular forms. Here is the link. (2026).
These are my personal notes while I'm preparing my master's thesis. In January 2026, I studied basic aspects of modular curves and introductory automorphic forms from Goldfeld’s book, and explored the connection between the Rogers–Ramanujan continued fraction and modular functions through a paper by Duke. Here is the link. (January 2026).
My Master's Project (Part-1 of my Master's Thesis) titled “Modular Forms and Elliptic Curves” under the supervision of Prof. Akshaa Vatwani (IIT Gandhinagar). The short report includes an introduction to modular forms, Hecke operators, Ramanujan’s τ-function, modular forms of higher level, and concludes with an overview of Rademacher’s exact series for the partition function. I'll continue this project in my upcoming semester. Here is the link (August–November 2025).
These are my personal notes while I'm preparing my master's thesis. The notes are on a few properties of "The Dedekind eta function", "Chapter 5: Rademacher's series for the Partition function" from the book Modular Functions and Dirichlet Series in Number Theory by T.M. Apostol. Here is the link. (October 2025).
These are my personal notes while I'm preparing my master's thesis; maybe they will turn out to be helpful if you read such content. The notes are on the "Chapter 4: Congruences for the coefficients of the modular function j" from the book Modular Functions and Dirichlet Series in Number Theory by T.M. Apostol. Here is the link. (September 2025).
These are my personal notes from a reading project based on the book "Problems in the Theory of Modular Forms" by M. Ram Murty, M. Dewar, and H. Graves, which I prepared during my internship under Prof. Ajit Bhand (IISER Bhopal). Beware of any typos. Also, you can write to me if you find any mistakes. My main motive is to give more illustrations with historical context in the way topics are introduced in the book. Here is the link. (May-July 2025)