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Annals of Mathematics | 1981

Degeneration of surfaces with trivial canonical bundle

Ulf Persson; Henry Pinkham

The object of this note is to prove the theorem stated below. The main idea of the proof, and much of the detail, are already to be found in V. I. Kulikovs important paper [K]. Our contribution to the proof, and the differences with Kulikovs paper are discussed later in this introduction. THEOREM. Let wl: X -> D be a semistable degeneration of surfaces such that:


Manuscripta Mathematica | 1975

On a result of Riemenschneider

Henry Pinkham

O. Riemenschneider has recently exhibited a class of normal 2-dimensional analytic singularities for which some deformations of the minimal resolution cannot be blown down to deformations of the singularity. In this note we identify the obstructions to doing so, using algebraic techniques introduced by Schlessinger and the author.


Archive | 1980

Séminaire sur les Singularités des Surfaces

Michel Demazure; Henry Pinkham; Bernard Teissier


Inventiones Mathematicae | 1986

A Castelnuovo bound for smooth surfaces

Henry Pinkham


Journal of Algebra | 1974

Deformations of cones with negative grading

Henry Pinkham


Annals of Mathematics | 1986

Galois Weierstrass points and Hurwitz characters

Ian Morrison; Henry Pinkham


Compositio Mathematica | 1984

Automorphisms of cusps and Inoue-Hirzebruch surfaces

Henry Pinkham


Duke Mathematical Journal | 1983

Some examples of nonsmoothable varieties with normal crossings

Ulf Persson; Henry Pinkham


Séminaire sur les singularités des surfaces | 1980

Singularites rationnelles de surfaces

Henry Pinkham


Compositio Mathematica | 1984

Smoothings of cusp singularities via triangle singularities

Robert Friedman; Henry Pinkham

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