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Let X be a subspace of B ( S ) containing 1.
Let V be a subspace of a Banach space X.
Let X be a subspace of ℓ ∞ ( S ) containing 1.
Let be a subspace of that -norms and for.
Let (Z_{1}) be a subspace of Z.
Let be a subspace of containing, and let be its dual.
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In the landscape of all responses, there is a subspace of lethal responses.
Obviously is a subspace of.
It is a subspace of H 0 1.
H f is a subspace of H.
Then H 0 is a subspace of X.
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