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On some properties of quasi-MV algebras and root ' quasi-MV algebras. Part II

机译:关于拟MV代数和根'拟MV代数的一些性质。第二部分

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The present paper is a sequel to Paoli F, Ledda A, Giuntini R, Freytes H (On some properties of QMV algebras and root'QMV algebras, submitted). We provide two representation results for quasi-MV algebras in terms of MV algebras enriched with additional structure; we investigate the lattices of subvarieties and subquasivarieties of quasi-MV algebras; we show that quasi-MV algebras, as well as cartesian and flat root' quasi-MV algebras, have the amalgamation property.
机译:本文是Paoli F,Ledda A,Giuntini R,Freytes H的续集(关于QMV代数和根QMV代数的某些性质,已提交)。对于富含附加结构的MV代数,我们为准MV代数提供了两种表示结果。我们研究了准MV代数的子变量和子准变量的格;我们证明了准MV代数以及笛卡尔和平根的准MV代数具有合并特性。

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