Convergence of formal morphisms of completions of complex spaces Dedicated to the memory of Professor Nobuo Sasakura
We call a formal morphism between completions of complex spaces convergent if it comes from a holomorphic mapping between the complex spaces. We assume always that the source space is compact. Then a formal morphism is either convergent everywhere or nowhere, under very general conditions.
- Journal of the Mathematical Society of Japan
Journal of the Mathematical Society of Japan 51(3), 731-755, 1999-07
The Mathematical Society of Japan