On classification of real singularities
The author introduces the notion of blow-analytic equivalence in the theory of real singularities and proves that each analytically parametrized family of isolated singularities is locally finite. In the proof he also adds the notion of blow-analytic equivalence in the theory of complex singularities and makes a comment about the validity of his theorem 1 for isolated complex singularities. The reviewer feels that a detailed discussion is necessary to extend his observation in complex spaces.
scientific article; zbMATH DE number 3941922