Symmetry Algebra for multi-contact structures given by 2n vector fields on ℝ²ⁿ+¹

Author(s)
Han, Chong-Kyu
Oh, Jong-Won
Schmalz, Gerd
Publication Date
2008
Abstract
In this paper we study the infinitesimal automorphisms of a multi-contact structure given by 2n vector fields on ℝ²ⁿ+¹. We prove that the Lie algebra of infinitesimal automorphisms has finite dimension (rigidity) and discuss a homogeneous model which has the largest algebra of infinitesimal automorphisms.
Citation
Mathematische Annalen, 341(3), p. 529-542
ISSN
1432-1807
0025-5831
Link
https://hdl.handle.net/1959.11/3300
Publisher
Springer
Title
Symmetry Algebra for multi-contact structures given by 2n vector fields on ℝ²ⁿ+¹
Type of document
Journal Article
Entity Type
Publication

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