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| Author(s) | Lemle Ludovic Dan |
|---|
Existence and uniqueness for C_0-semigroups on the dual of a Banach space
The main results of this paper are a satisfactory variant of Hille-Yosida theorem and a uniqueness theorem for a C0-semigroup on the dual of a Banach space. As application a simplified Hille-Yosida theorem for positive C0-semigroups on L∞ is given. Moreover, the uniqueness of Schrodinger’s operator in ¨ L∞ is presented.
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