Gorbunov, Viktor A. Algebraic theory of quasivarieties. Transl. from the Russian. (English) Zbl 0986.08001 Siberian School of Algebra and Logic. New York, NY: Consultants Bureau. xii, 298 p. (1998). See the review of the Russian original below [Novosibirsk: Nauchnaya Kniga (1999; Zbl 0986.08002)]. Cited in 1 ReviewCited in 83 Documents MSC: 08-02 Research exposition (monographs, survey articles) pertaining to general algebraic systems 08C15 Quasivarieties 08A05 Structure theory of algebraic structures 08B15 Lattices of varieties 08B26 Subdirect products and subdirect irreducibility 06F25 Ordered rings, algebras, modules 06B15 Representation theory of lattices 03C05 Equational classes, universal algebra in model theory Keywords:lattice theory; universal algebra; equational compactness; cylindric algebra; residual finiteness; finite embeddability; word problem; compact algebra; subdirect decomposition theorem; residually small varieties; model theory of modules; Grothendieck topos; algebraic theory of lattices; congruence lattice of semilattices; theory of convex geometries; subcartesian product of finite algebras; finite basis theorem; relatively congruence-distributive quasivariety; quasivariety generated by finite semigroups Citations:Zbl 0986.08002 PDFBibTeX XMLCite \textit{V. A. Gorbunov}, Algebraic theory of quasivarieties. Transl. from the Russian. New York, NY: Consultants Bureau (1998; Zbl 0986.08001)