Student Algebraic Geometry
Organizer: Daniel Kim
Upcoming Events
We will follow Lecture 9 of Mazza–Voevodsky–Weibel's Lecture notes on motivic cohomology.
We will follow Lecture 10 of Mazza–Voevodsky–Weibel's Lecture notes on motivic cohomology.
We will follow Chapter 1 of Haesemeyer–Weibel's The norm residue theorem in motivic cohomology.
Past Events
We will follow Lecture 7 of Mazza–Voevodsky–Weibel's Lecture notes on motivic cohomology.
We will follow Lecture 6 of Mazza–Voevodsky–Weibel's Lecture notes on motivic cohomology.
Abstract
Abstract
We construct the abelian category of presheaves with transfer [MWV, Chapter 1–2].
We will prove the Ax--Schanuel theorem, which is a function field version of the Schanuel conjecture, using o-minimality.
Abstract
prove theorem 1.5, following sections 4.3–4.5
BKT sections 4.1–4.2
BKT, section 2.1 and section 3