This page collects all information about Student Working Algebraic Geometry seminar, Fall 2021 at Texas A&M University. The main text is Dr. Miranda's ``Algebraic curves and Riemann Surfaces." This will be held regularly on (Tentative) Friday 12:30 pm - 1:30 pm in Fall 2021 at Blocker 624.

Tentative Schedule

• Sep 10, 2021, Lecture 1, (Tanuj Gupta) Riemann Surfaces: Basic definitions
• Sep 17, 2021, Lecture 2, (Nicklas Day) Riemann Surfaces: Examples
• Sep 24, 2021, Lecture 3, (Joshua Crouch) Functions and Maps, Section 1~2
• Oct 1, 2021, Lecture 4 (Byeongsu Yu) Functions and Maps, Section 3~4
• Oct 8, 2021, Lecture 5 () More examples on Riemann Surfaces, Section 1~2
• OCt 15, 2021, Lecture 6 () More examples on Riemann Surfaces, Section 3~5, Differential Forms
• Oct 22, 2021, Lecture 7 () Integration on Riemann Surfaces, Section 2~3
• Oct 29, 2021, Lecture 8 () Divisors and Meromorphic funtioncs, Section 1~2
• Nov 5, 2021, Lecture 9 () Divisors and Meromorphic funtioncs, Section 3~4
• Nov 12, 2021, Lecture 10 () Algebraic Curves and Riemann-Roch theorem, Section 1~2
• Nov 19, 2021, Lecture 11 () Algebraic Curves and Riemann-Roch theorem, Section 3, Applications of Riemann-Roch Theorem Section 1,
• Nov 26, 2021, Thanksgiving break
• Dec 3, 2021, Lecture 12 () Applications of Riemann-Roch Theorem Section 2~3 () title
• Dec 10, 2021, Lecture 13 () Applications of Riemann-Roch Theorem Section 4~5