Generalized "Boolean" theory of universal algebras. Part II. Identities and subdirect sums of functionally complete algebras.
Generalized "Boolean" theory of universal algebras. Part I.
Congruence Relations and Functional Completeness in Universal Algebras; Structure Theory of Hemi-Primals, I.
Algebraic Function-Spectra.
Functional Completeness and Automorphisms. II.
Pre-fields and Universal Algebraic Extensions; Equational Precessions.
Functional Completeness and Automorphisms.I.
Generalized equational maximality and primal-in-the-small algebras.
The identities of - and unique subdirect factorization within - classes of universal algebras.
An Existence Theorem for Functionally Complete Universal Algebras.
Ideals and their Structure in Classes of Operational Algebras.
The generalized Chinese remainder theorem for universal algebras; subdirect factorization.
Semi-primal Algebras; Characterization and Normal-decomposition.
Homomorphisms and Functional Completeness. Hemi-Primal Algebras. II.
-rings and ring-logics
Semi-categorical algebras. I. Semi-primal algebras.
Semi-categorical algebras. II.
Algebraic and Equational Semi-Maximality; Equational Spectra: I.
Algebraic and Equational Semi-Maximality; Equational Spectra. II.
Total Algebras and Weak Independence. I.
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