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SUBDIRECT DECOMPOSITIONS AND THE RADICAL OF A GENERALIZED BOOLEAN ALGEBRA EXTENSION OF A LATTICE ORDERED GROUP

机译:格阶群的广义布尔代数的次分解和根。

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摘要

The extension of a lattice ordered group A by a generalized Boolean algebra B will be denoted by AB- In this paper we apply subdirect decompositions of Ag for dealing with a question proposed by Conrad and Darnel. Further, in the case when A is linearly ordered we investigate (i) the completely subdirect decompositions of Ag and those of B, and (ii) the values of elements of AB and the radical.
机译:广义布尔代数B扩展的晶格有序群A的扩展将用AB表示。在本文中,我们应用Ag的子分解来处理Conrad和Darnel提出的问题。此外,在将A线性排序的情况下,我们研究(i)Ag和B的完全亚间接分解,以及(ii)AB元素和基团的值。

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