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Mathematics
Algebraic Geometry
1. Foundations of Algebraic Geometry
2. Polynomial Rings and Commutative Algebra
3. Gröbner Bases
4. Affine Algebraic Geometry
5. Projective Algebraic Geometry
6. Rational Maps and Birational Geometry
7. Local Properties and Singularities
8. Introduction to Schemes
9. Coherent Sheaves and Cohomology
10. Divisors and Line Bundles
11. Algebraic Curves
12. Algebraic Surfaces
13. Advanced Topics
Advanced Topics
Intersection Theory
Intersection Multiplicities
Chow Rings
Intersection Products
Deformation Theory
Infinitesimal Deformations
Formal Deformation Theory
Obstruction Theory
Applications to Moduli
Étale Cohomology
Motivation from Topology
Étale Morphisms
Étale Site
Cohomology Groups
Arithmetic Algebraic Geometry
Varieties over Finite Fields
Zeta Functions
Rational Points
Diophantine Applications
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12. Algebraic Surfaces
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1. Foundations of Algebraic Geometry