Classification of Simple Multigerms of Curves in a Space with Symplectic Structure

  • P. A. KOLGUSHKIN
  • Published 2004

Abstract

A classification of stably simple germs of curves (both reducible and irreducible) in the complex space equipped with a symplectic structure is obtained. This classification extends the result by V. I. Arnol′d of 1999, which described the A2k singularities in the symplectic complex space. The proofs involve the homotopy method and the Darboux–Givental… (More)

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Cite this paper

@inproceedings{KOLGUSHKIN2004ClassificationOS, title={Classification of Simple Multigerms of Curves in a Space with Symplectic Structure}, author={P. A. KOLGUSHKIN}, year={2004} }