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Model theory of quasitracial $\mathrm{AW}^*$-algebras and the absoluteness of monotone completeness
We examine various applications of logic to $\mathrm{AW}^*$-algebras, particularly the monotone completeness conjecture. We develop a model theory for $\mathrm{AW}^*$-algebras equipped with a faithful normalized quasitrace. Using this language, we provide a separable coding which allows us to reduce
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