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要旨:
In this paper we demonstrate that some results on the completeness of ıt P‐defining theories published earlier are incorrect. We point out that by restricting the original propositions to well‐founded theories results somewhat weaker than the original ones can be retained. We also present a theorem that provides some insight into the relation between completeness and reducibility and helps to identify the theories whose minimal models can be adequately handled with circumscription.
