Newton diagrams and equivalence of plane curve germs

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概要

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• We introduce an equivalence of plane curve germs which is weaker than Zariskis equisingularity and prove that the set of all Newton diagrams of a germ is an invariant of this equivalence. Then we show how to construct all Newton diagrams of a plane many-branched singularity starting with some invariants of branches and their orders of contact.

• 社団法人 日本数学会の論文
• 2007-01-01

著者

• Garcia Barroso

  Departamento De Matematica Fundamental Facultad De Matematicas Universidad De La Laguna

• LENARCIK Andrzej

  Department of Mathematics Technical University

• PLOSKI Arkadiusz

  Department of Mathematics Technical University

• Garcia Evelia

  Departamento de Matematica Fundamental Facultad de Matematicas, Universidad de La Laguna

関連論文

• Newton diagrams and equivalence of plane curve germs
• On the approximate Jacobian Newton diagrams of an irreducible plane curve

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