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2-normalization of lattices

Ivan ChajdaW. ChengS. L. Wismath — 2008

Czechoslovak Mathematical Journal

Let τ be a type of algebras. A valuation of terms of type τ is a function v assigning to each term t of type τ a value v ( t ) 0 . For k 1 , an identity s t of type τ is said to be k -normal (with respect to valuation v ) if either s = t or both s and t have value k . Taking k = 1 with respect to the usual depth valuation of terms gives the well-known property of normality of identities. A variety is called k -normal (with respect to the valuation v ) if all its identities are k -normal. For any variety V , there is a least...

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