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.
- Finite basis of quasi-identities
- Pointed algebra
- Topological quasivariety
ASJC Scopus subject areas
- Algebra and Number Theory