Curves with only triple ramification
classification
🧮 math.AG
keywords
curvesonlyramificationtripleadmittinganalogappliesbelyi
read the original abstract
I show that the set of smooth curves of genus g admitting branched coverings X->P^1 with only triple ramification points has dimension at least max(2g-3,g). In characteristic two, such curves have tame rational functions and an analog of Belyi's Theorem applies to them.
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