Modules, and structure theorem for those over euclidean domains, 33rd Mathematics Training & Talent Search Programme (MTTS), IISER Pune, Maharashtra, India, June 9 - 21, 2025.
Group action, Sylow’s theorem and their applications, 32nd Mathematics Training & Talent Search Programme (MTTS), Central University of Tamil Nadu (CUTN), Thiruvarur, Tamil Nadu, India, June 3 - 15, 2024.
Topics in Group Theory and Sesquilinear Functions, Annual Foundation School - I (AFS-I), NIT Durgapur, West Bengal, India, Dec 21 - 24, 2022.
Rings and Fields (Syllabus), Summer Training Programme in Mathematics (STPM), St. Berchmans College, Kerala, India, April 15 - 17, 2021. (Total 6 hrs teaching and 6 hrs tutorial).
Advanced Calculus (MA11003) Autumn 2022, 23, 24, 25
Linear Algebra, Numerical and Complex Analysis (MA11004) Spring 2022, 23, 24
Transform Calculus (MA20101) Spring 2025
Linear Algebra (MA41209, M.Sc and B.Sc B.Ed course) Autumn 2024
Galois Theory (MA71003, M.Sc and Ph.D Elective Course) Autumn 2022
Commutative Algebra (MA71002, M.Sc and Ph.D Elective Course) Spring 2022
Algebraic Geometry (MA60234, M.Sc and Ph.D Elective Course) Spring 2025
Calculus I (MA1110) YouTube Link 2020 Autumn
Elementary Linear Algebra (MA1140) 2019 Spring
Elements of Groups and Rings (MA4070, M.Sc and B.Tech MnC Course) 2020 Spring
Modules and Fields (MA5070, M.Sc and Ph.D Course) YouTube Link 2019 Autumn, 2020 Autumn
Combinatorial Commutative Algebra (MA6126, M.Sc and Ph.D Elective Course) 2021 Spring
Computational Algebra on Polynomials and Ideals (MA4133, B.Tech, M.Sc and Ph.D Elective Course) 2021 Autumn
Homological Algebra II (MA4150) 2021 Spring
Commutative Algebra (MA6116) 2020 Autumn
Algebraic Curves (B.Sc and M.Sc Course) 2017 Autumn
Basic Homological Algebra (B.Sc Course) 2017 Spring
NCM Workshop on "Commutative algebra and algebraic geometry in positive characteristics", IIT Bombay, December 10 - 22, 2018. Courses: Introduction to Local Cohomology modules, Homological conjectures
Annual Foundation School, University of Pune, May 26 - June 7, 2014. Courses: Galois Theory, Complex Analysis
IIT Bombay, 2012 - 2015. Courses: Calculus, Linear Algebra, Differential Equations I, Complex Analysis, Differential Equations II, Introduction to Numerical Analysis (Each for One Semester)
Here are the posters of various workshops and schools, where I taught short courses.