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- W14967044 abstract "We show that the Voronoi cells of the lattice of integer flows of a finite connected graph $G$ in the quadratic vector space of real valued flows have the following very precise combinatorics: the face poset of a Voronoi cell is isomorphic to the poset of strongly connected orientations of subgraphs of $G$. This confirms a conjecture of Caporaso and Viviani {Torelli Theorem For Graphs and Tropical Curves, Duke Math. J. 153(1) (2010), 129-171}." @default.
- W14967044 created "2016-06-24" @default.
- W14967044 creator A5009621249 @default.
- W14967044 date "2010-07-15" @default.
- W14967044 modified "2023-09-27" @default.
- W14967044 title "Lattice of Integer Flows and Poset of Strongly Connected Orientations" @default.
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