Rank of divisors on graphs: an algebro-geometric analysis

Details Rank of divisors on graphs: an algebro-geometric analysis Rank of divisors on graphs: an algebro-geometric analysis

2012-04-16

arxiv.org/abs/1204.3487v1

Mathematics

Algebraic Geometry

22 Pages

Scientific paper

The divisor theory for graphs is compared to the theory of linear series on
curves through the correspondence associating a curve to its dual graph. An
algebro-geometric interpretation of the combinatorial rank is proposed, and
proved in some cases.

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