Provides characterizations of stable reduction for genus-2 hyperelliptic curves via minimal Weierstrass models and methods to compute Euler factors and Néron model volume forms using two such models.
Desingularization of double covers of regular surfaces
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
UNVERDICTED 2representative citing papers
A regular projective surface S over a field k of char p≥7 with H^0(S,O_S)=k and -K_S nef is geometrically integral over k.
citing papers explorer
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Minimal Weierstrass models and regular models of hyperelliptic curves
Provides characterizations of stable reduction for genus-2 hyperelliptic curves via minimal Weierstrass models and methods to compute Euler factors and Néron model volume forms using two such models.
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Geometric singularities of regular surfaces with nef anti-canonical divisors over imperfect fields
A regular projective surface S over a field k of char p≥7 with H^0(S,O_S)=k and -K_S nef is geometrically integral over k.