SinTan1729/CV
1
0
Fork 0
Code Pull requests Activity

Compare commits

base: SinTan1729:475e25d662c3d5e1de25c237b64a0f70167f47c9
Branches Tags
SinTan1729:main
..
compare: SinTan1729:94c41d87c7d18dc8dc1dfe243cada15909254c6c
Branches Tags
SinTan1729:main

No commits in common. "475e25d662c3d5e1de25c237b64a0f70167f47c9" and "94c41d87c7d18dc8dc1dfe243cada15909254c6c" have entirely different histories.
475e25d662 ... 94c41d87c7

2 changed files with 5 additions and 6 deletions
Show stats Expand all files Collapse all files

BIN
CV.pdf (Stored with Git LFS)
View file

Binary file not shown.

7
CV.tex
View file

@ -90,7 +90,7 @@ classes that I taught as an Instructor of Record: \\
ICERM \\
Summer 2022 & Research project on statistical trends of coefficients of L-functions of elliptic curves under the guidance of Dr. Kimball Martin
of the University of Oklahoma \\
Spring 2021 & Project titled \say{Primes of the form \(p=x^2+ny^2\)} under the guidance of Dr. Ramesh Sreekantan of ISI Bengaluru \\
Spring 2021 & Project titled \say{Primes of the form $p=x^2+ny^2$} under the guidance of Dr. Ramesh Sreekantan of ISI Bengaluru \\
Fall 2020 & Category Theory course under Dr. Amit Kuber of IIT Kanpur \\
Summer 2017 & NPTEL course in Graph Theory (2017) : Got 93\% in the certification exam \\
2015 & INSPIRE Internship during class XI \\
@ -108,7 +108,6 @@ familiar with Linux, Docker, and shell programming. Below are some of the projec
\section{Presentations/Talks}
\begin{tabular}{L!{\VRule}R}
Fall 2024 & \say{Mod \(\ell\) Modular Forms} in Student Number Theory Seminar at the University of Oklahoma \\
Fall 2024 & \say{Cubic and Biquadratic Reciprocity} in Number Theory Learning Seminar at the University of Oklahoma \\
Spring 2024 & \say{Proof Formalization in Lean, or: how to trick your computer into doing (even) more math} together with Dr. Mario Morán Cañón
in OU Math Club at the University of Oklahoma \\
@ -120,8 +119,8 @@ familiar with Linux, Docker, and shell programming. Below are some of the projec
Spring 2023 & \say{Elliptic Curves and Integer Factorization} in Student Presentation Seminar at the University of Oklahoma \\
Fall 2022 & \say{Motivations and Consequences of the Prime Number Theorem} in SPS (Student Presentation Seminar) at the University of
Oklahoma \\
Fall 2021 & \say{Primes of the Form \(p=x^2+ny^2\)} in Student Algebra Seminar at the University of Oklahoma \\
Spring 2021 & \say{Primes of the Form \(p=x^2+ny^2\)} for final semester project presentation at the Indian Statistical Institute \\
Fall 2021 & \say{Primes of the Form $p=x^2+ny^2$} in Student Algebra Seminar at the University of Oklahoma \\
Spring 2021 & \say{Primes of the Form $p=x^2+ny^2$} for final semester project presentation at the Indian Statistical Institute \\
Spring 2019 & \say{Planar Graphs and n-Holed Tori} at RKMRC Narendrapur \\
\end{tabular}