| |
|
Robert W. Berger
Heinrich's Counterexample to Azevedo's Conjecture
|
|
Published: |
July 13, 1994 |
Keywords: |
plane curves, torsion of differential module |
Subject: |
14H20, 13N05 |
|
|
Abstract
Johannes Heinrich, a student of the
University of Saarbrücken, found by computer calculation
an example of a plane algebroid curve whose
module of differentials has a bigger torsion than that of the
canonical branch in the same equisingularity class. That
contradicts a conjecture of Azevedo.
|
|
Author information
Fachbereich Mathematik, Universität des Saarlandes, D-66041 Saarbrücken, Germany
rberger@math.uni-sb.de
|
|