F. Meylan

most citedApproximation and convergence of formal CR-mappings

8 citations · 8 across the 1 of their papers we have counts for

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math.CV2002★ 8 cited

Approximation and convergence of formal CR-mappings

Francine Meylan, Nordine Mir, Dmitri Zaitsev

Let $M \subset C^{N}$ be a minimal real-analytic CR-submanifold and $M^{'} \subset C^{N^{'}}$ a real-algebraic subset through points $p \in M$ and $p^{'} \in M^{'}$ . We show that that any formal (ho…

math.CV2002

Holomorphic extension of smooth CR-mappings between real-analytic and real-algebraic CR-manifolds

F. Meylan, N. Mir, D. Zaitsev

We establish results on holomorphic extension of CR-mappings of class $C^{\infty}$ between a real-analytic CR-submanifold of $\C^N$ and a real-algebraic CR-submanifold of $\C^{N'}$.