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- W2740760111 abstract "The study of hyperidentities is a growing eld of research. While hyperiden- tities hark back to before 1965 (cf. (1)), they have found a rebirth in the late seventies and early eighties (cf. (8), (9)). It is being expanded in several directions, from connections with clone theory, to nite basis problems, to semigroup theory, to classication of M-solid varieties. Applications to digital logic, formal languages, and hypertext systems have been suggested. The concept of a P -compatible equation, where P is a partition on the set of operation symbols, is a good tool to study the structure of identities. In (4) we asked for P -compatible hyperidentities. In this paper we will consider hypersubstitutions which are compatible with the par- tition P and will develop a generalized equational theory for certain P -compatible hyper- identities." @default.
- W2740760111 created "2017-08-08" @default.
- W2740760111 creator A5055124509 @default.
- W2740760111 date "2000-01-01" @default.
- W2740760111 modified "2023-09-27" @default.
- W2740760111 title "P -compatible hypersubstitutions and M P -solid varieties" @default.
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