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Curves
The Berkovich line
p-adic extensions
Semistable reduction of curves
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Welcome to MCLF’s documentation!
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Welcome to MCLF’s documentation!
¶
Contents:
Curves
Smooth projective curves over a field
Morphisms of smooth projective curves
Superelliptic curves
The Berkovich line
The Berkovich line over a discretely valued field
Finite subtrees of the Berkovich line
Points of type V on the Berkovich line
Affinoid subdomains of the Berkovich line
Piecewise affine functions on the Berkovich projective line
p-adic extensions
Fake p-adic completions
Fake
\(p\)
-adic embeddings
Fake
\(p\)
-adic extensions
Weak p-adic Galois extensions
Semistable reduction of curves
Semistable reduction of a smooth projective curve over a local field
Admissible reduction of curves
Semistable models of superelliptic curves of degree
\(p\)
Reduction trees: a data structure for semistable reduction of covers of the projective line
Indices and tables
¶
Index
Module Index
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