Chebotareva, “The belonging problem for free and almost free lattices,” Sibirsk. Hismiev, “Several remarks on distributive lattices,” Algebra i Logika. Hisamiev, “Unsolvability of an elementary theory of a free lattice,” Algebra i Logika. Freidman, “Rings with a distributive lattice of subrings,” Mat. Fedorchuk, “Ordered sets and the product of topological spaces,” Vestn. Taitslin, “The elementary theories of lattices of ideals in polynomial rings,” Algebra i Logika. Skryago, “The ideals of the endomorphism semigroup of one type of partially ordered sets,” Nauchn. Skornyakov, “Lattice theory,” in: Algebra. Salii, “Lower lattices,” Reports Third Siberian Conf. Sadovskii, “Certain lattice-theoretic aspects of group theory,” Uspekhi Mat. Rudeanu, “Boolean functions and Sheffer functions,” Rev. Rudeanu, “The definition of Boolean algebras by means of binary operations,” Rev. Riean, “Continuous extension of monotone functionals of a certain type,” Mat.-Fyz. Mukhin, “Locally compact groups with a distributive lattice of closed subgroups,” Sibirsk. Makhkamov, “Filters of a distributive lattice,” UzSSR Fanlar Akad. Maksimova, “Topological spaces and quasi-ordered sets,” Algebra i Logika. Lyapin, “Types of elements and the zeros of semigroups of directed transformations,” Uch. Lyapin, “Semigroups of directed transformations of ordered sets,” Mat. Liber, A Binary Boolean Algebra and Its Application, Saratov Univ., Saratov (1966), 80 pp.Į. Ladzianska, “Characterization of a directed partially ordered set by means of a ”betweenness“ relation,” Mat.-Fyz. Korets, “Construction of all partially ordered sets homomorphically mappable onto a given partially ordered set,” Acta Fac. ![]() Kondrashov, “Distributive pairs of elements in a lattice,” Dokl. Gapar, “Number of types of Boolean functions with respect to certain direct products of subgroups of a hyperoctahedral group,” Bull. Kogalovskii, “On Frink’s theorem,” Uspekhi Mat. Kogalovskii, “Linearly complete ordered sets,” Uspekhi Mat. Stelletskii, “Congruences on weakly modular lattices,” Sibirsk. Karolinskaya, “Congruence lattices of distributive lattices,” Izv. Iskander, “Partial universal algebras with given subalgebra lattices and correspondences,” Mat. Iskander, “Lattice of correspondences of a universal algebra,” Izv. Evseev, “Lattice isomorphisms of free nilpotent semigroups,” Uch. Evseev, “Certain classes of semigroups with ordinally decomposable semilattices of subsemigroups,” Uch. ![]() Evseev, “Semigroups with ordinally decomposable semilattices of subsemigroups,” Izv. Devadze, “Generating set of the endomorphism semigroup of a finite linearly ordered set,” Uch. Rotkovich, “Comparison of various definitions of 0-convergence in lattices,” Uch. Glukhov, “Algorithmic solvability of the word problem for completely free modular lattices,” Sibirsk. Vinokurov, “A lattice method for defining dimension,” Dokl. ![]() Valutse, “Some aspects of the theory of unary algebras,” in: Abstracts of the Reports of the Second Scientific Engineering Conference of the Kishniev Polytechnic Institute, Kishniev (1966), 229 pp. Bravtsev, “Congruences of the direct product of algebras,” Algebra Logika. Anishchenko, “Representation of certain modular lattices by subgroup lattices,” Mat. Aizenshtat, “Regular endomorphism semigroups of ordered sets,” Uch. Abramovskii, “Groups in which the subgroup lattices is a relatively complemented lattice,” Algebra Logika.
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