The subspace problem for weighted inductive limits of spaces of holomorphic functions
We construct a countable inductive limit of weighted Banach spaces of holomorphic functions, which is not a topological subspace of the corresponding weighted inductive limit of spaces of continuous functions. The main step of our construction, using a special sequence of outer holomorphic functions, shows that a certain sequence space is
Bonet, J. et al.
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5
1994