Math 631. Algebraic Geometry I
Here is a copy of the
Problem sets for the discussion session:
Homework assignments: HW1,
Here are some write-ups reviewing the commutative algebra that we will
assume during the course:
1. Review sheet 1:
Finite and integral morphisms.
2. Review sheet 2:
Noetherian modules and Hilbert's basis theorem.
3. Review sheet 3: Nakayama's lemma and related results.
4. Review sheet 4: The norm map for finite
5. Review sheet 5: Zero-divisors in Noetherian rings.
Aleksander Horawa has been live live TeX-ing notes during the lectures and he kindly made them available
Here are also some notes that I have for the first part of the course:
Chapter 1. Affine algebraic varieties.
Chapter 2. Dimension theory.
Chapter 3. General algebraic varieties
Chapter 4. Projective varieties
Chapter 5. Proper, finite, and flat morphisms