The present work considers algebras and their enrichments. It is shown by two examples of finite lattices that the properties “to have (no) a finite basis of quasi-identities” and “to generate a standard topological quasivariety” are not preserved with respect to pointed enrichments of finite algebras.

中文翻译：

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有限晶格的尖锐化无法保留的特性

本工作考虑代数及其丰富性。通过有限格的两个示例可以看出，对于有限代数的有向富集，“具有（没有）拟恒等式的有限基础”和“生成标准拓扑拟性”的属性没有保留。