Abstract
The aim of this study it to unify entropies of quantum logic. For this purpose, Renyi entropy of partition of quantum logic corresponding to a state is presented and formal properties of a proper definition of an entropy are detected. In addition, an appropriate definition of conditional Renyi entropy of quantum logic having the expected properties such as monotonicity is proposed. Finally, Renyi entropy of quantum dynamical system is mentioned and it is proved that it is invariant under isomorphism.
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