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The Intimate Relationship Between the McNaughton and the Chinese Remainder Theorems for MV-algebras

机译:McNaughton与MV代数的中国余数定理之间的密切关系

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We show the intimate relationship between McNaughton Theorem and the Chinese Remaindner Theorem for MV-algebras. We develop a very short and simple proof of McNaughton Theorem. The arguing is elementary and right out of the definitions. We exhibit the theorem as just an instance of the Chinese theorem. Since the variety of MV-algebras is arithmetic, the Chinese theorem holds for MV-algebras. However, to make this paper self-contained and entirely elementary, we include a simple proof of this theorem inspired in Ferraioli and Lettieri (Math Logic Q 1:27–43, 2011).
机译:我们展示了McNaughton定理和MV代数的中国剩余定理之间的密切关系。我们开发了一个简短而简单的McNaughton定理的证明。争论是基本的,不符合定义。我们将定理展示为中国定理的一个实例。由于MV代数的种类是算术的,因此中国定理适用于MV代数。但是,为使本文自成一体且完全基础,我们提供了一个受Ferraioli和Lettieri启发的定理的简单证明(Math Logic Q 1:27–43,2011)。

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