A logarithmic view towards semistable reduction
classification
🧮 math.AG
math.NT
keywords
logarithmicsmoothconditionreductionactionappliesboundarycurve
read the original abstract
The geometric condition of T. Saito for trivial action of the wild monodromy of a smooth proper curve over the generic point of a trait is transformed to the condition of logarithmic smooth reduction. The proof emphasizes methods and results from logarithmic geometry. It applies to quasi-projective smooth curves with etale boundary divisor.
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