Abstract The main results of this chapter are embedding theorems of a real analytic variety or space (X, 0 X) into some number space Rq. In order to obtain these, we will use the existence of the complexification of (X, 0 X) when it is coherent (see [8]). Otherwise, if the variety X is not coherent we will distinguish if it is, or is not, the fixed part of a complex variety X̃. In the first case we can apply the complex theory to X̃; in the second one we need somewhat different techniques, due to A. Tognoli (see [2], [8], [10].
Embeddings of Real Analytic Varieties or Spaces
1986-01-01
20 pages
Article/Chapter (Book)
Electronic Resource
English
Springer Verlag | 1986
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