On the number of connected components of the ramification locus of a morphism of Berkovich curves
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DOI: 10.1007/s00208-018-1668-x
Abstract: Let k be a complete nontrivially valued non-archimedean field. Given a finite morphism of quasi-smooth k-analytic curves that admit finite triangulations, we provide upper bounds for the number of connected components of the ramification locus in… read more here.
Keywords: connected components; components ramification; morphism; ramification locus ... See more keywords