“…In this section we define an interpretation of UMV-algebras into the class of tSMV-algebras, t being a suitable natural number depending on the terms to be interpreted. This interpretation will allow us to extend to UMV-algebras some complexity results from [8]. Definition 5.1.…”
Section: Umv-algebras and Tsmv-algebrasmentioning
confidence: 99%
“…It tells us that an axiom system is complete with respect to a given formal semantics. Hence there is no such thing as a 'the' completeness theorem, for logic, in general 8. A small terminological remark is in order.…”
“…In this section we define an interpretation of UMV-algebras into the class of tSMV-algebras, t being a suitable natural number depending on the terms to be interpreted. This interpretation will allow us to extend to UMV-algebras some complexity results from [8]. Definition 5.1.…”
Section: Umv-algebras and Tsmv-algebrasmentioning
confidence: 99%
“…It tells us that an axiom system is complete with respect to a given formal semantics. Hence there is no such thing as a 'the' completeness theorem, for logic, in general 8. A small terminological remark is in order.…”
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