HIGHLIGHTS
- who: Lifting harmonic morphisms I and collaborators from the School of Mathematics, Georgia, USA have published the research: Lifting harmonic morphisms I: metrized complexes and Berkovich skeleta, in the Journal: (JOURNAL)
- what: The aim of this paper is to carefully study the extent to which finite of algebraic K-curves are controlled by certain combinatorial objects called A skeleton is a metric graph embedded in the analytification of X. A skeleton has the natural structure of a complex of curves. The authors provide somewhat more detail than is strictly necessary for the exposition in this . . .
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