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Seminar plan (last update 27/11)

Talk I - intro to algebraic curves and Riemann surfaces (Michael)

Talk II - Holomorphic functions and differentials, differential forms (Thomas)

Talk III - complex manifolds vs. algebraic varieties (Enea)

Talk IV - smooth points and holomorphic mappings (Zhengdong)

Talk V - singularities and connectedness of algebraic curves (Pengcheng)

Talk VI - normalization and Weirestrass polynomials (Mark)

Talk VII - proof of the normalization theorem; divisors (Alexandra)

Talk VIII - intersection numbers and some enumerative formulas (Jens)

Talk IX - towards the Riemann-Roch theorem (Amedeo)

Talk X - the Riemann-Roch theorem (Junjie)

Talk XI - applications of Riemann-Roch in genus 1 (Fangwei)

Talk XII - application of Riemann-Roch in genus >1 (Valérie)

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