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Algebraic and topological results on lifting properties in residuated lattices

机译:剩余格中提升性质的代数和拓扑结果

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We define lifting properties for universal algebras, which we study in this general context and then particularize to various such properties in certain classes of algebras. Next we focus on residuated lattices, in which we investigate lifting properties for Boolean and idempotent elements modulo arbitrary, as well as specific kinds of filters. We give topological characterizations to the lifting property for Boolean elements and several properties related to it, many of which we obtain by means of the reticulation. (C) 2014 Elsevier B.V. All rights reserved.
机译:我们定义通用代数的提升性质,我们将在此一般背景下进行研究,然后具体说明某些类代数中的各种此类性质。接下来,我们将重点放在剩余格上,在其中研究布尔模和幂等模为任意模以及特定种类的过滤器的提升特性。我们对布尔元素的提升属性和与之相关的一些属性进行拓扑表征,其中许多是通过网状结构获得的。 (C)2014 Elsevier B.V.保留所有权利。

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