(no subject)
May. 30th, 2006 08:12 pmSo, apparantly my name is mathematics. Or a variant of my name, anyway.
Alexander Borichev, (Bordeaux, France)
Uniqueness theorems for Korenblum type spaces
For a scale of spaces of analytic functions in the unit disc including the Korenblum
space we obtain quantitative uniqueness theorems of the Lyubarski-
Seip type. If f is in the space, and if f tends to zero sufficiently rapidly
along a sufficiently massive subset of the unit disc, then f = 0.
Whee, I'm a space type!
Alexander Borichev, (Bordeaux, France)
Uniqueness theorems for Korenblum type spaces
For a scale of spaces of analytic functions in the unit disc including the Korenblum
space we obtain quantitative uniqueness theorems of the Lyubarski-
Seip type. If f is in the space, and if f tends to zero sufficiently rapidly
along a sufficiently massive subset of the unit disc, then f = 0.
Whee, I'm a space type!
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