Abstract
LetB be the unit ball of Cn, I give necessary conditions on sequence S of points in B to be H∞(B) interpolating in term of a Cn valued holomorphic function zero on S (a substitute for the interpolating Blaschke product).
These conditions are sufficient to prove that the sequence S is interpolating for ∩p>1 (B) and is also interpolating for Hp(B) for 1≤p<∞.
Citation
Éric Amar. "Interpolating sequences in the ball of Cn." Ark. Mat. 38 (1) 1 - 20, March 2000. https://doi.org/10.1007/BF02384486
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