Papers › Computing L-functions and semistable reduction of superelliptic curves
Computing L-functions and semistable reduction of superelliptic curves
Irene I. Bouw, Stefan Wewers
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We give an explicit description of the stable reduction of superelliptic curves of the form yⁿ=f(x) at primes $\p$ whose residue characteristic is prime to the exponent n. We then use this description to compute the local L-factor of the curve and the exponent of conductor at $\p$.
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