Given a bounded linear operator S on a real Banach space X, we characterize weak topological transitivity of the operator families {St {pipe} t e{open} ℕ},{St {pipe} t e{open} ℕ,k > 0}, and {St {pipe} t e{open} ℕ,k e{open} ℝ} in terms of the point spectrum of the dual operator S*. © 2011 Springer-Verlag.
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