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Welcome to our course!
ABOUT THIS COURSE
Practical information
ADDITIONAL NOTES
If needed, I will recommend (and maybe upload) some notes about specific topics.
I want to recommend the following set of lectures by A.Gathmann since the content of many chapters is closely related to the module content (and there are many explicit examples!)
Algebraic Geometry notes by A. Gathmann
Affine Varieties, Zariski Topology, Sheaf of Regular Functions, Morphisms, Varieties, Projective Varieties I: Topology, Projective Varieties II: Ringed Spaces,Grassmannians, Birational Maps and Blowing Up, Smooth Varieties, The 27 Lines on a Smooth Cubic Surface, Hilbert Polynomials and Bézout’s Theorem, Applications of Bézout’s Theorem, Divisors on Curves, Elliptic Curves
TEXTBOOKS
These are two classics for algebraic geometry, with contains more details than the previous notes
and are very well-suited for a complete understanding of the subject.
Algebraic Geometry
R. Hartshorne
Algebraic Curves & Riemann surfaces
R. Miranda
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