Survey 1979: Equational Logic - Department of Mathematics ...
Survey 1979: Equational Logic - Department of Mathematics ...
Survey 1979: Equational Logic - Department of Mathematics ...
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82<br />
__, Trellis theory, Memoirs Amer. Math. Soc., 121(1972), 42 pages.<br />
Slavik, V., Some primitive classes <strong>of</strong> lattices closed under the formation <strong>of</strong> projectire images,<br />
Comment Math. Univ. Carolinae, 15(1974), 65-68.<br />
SiSomit/ski, J., On the common embedding <strong>of</strong> abstract quasi-algebras into equationally definable<br />
classes <strong>of</strong> abstract algebras, (Russian summary), Bull. Acad. Polon. Sci., Sr. Sci. Math.<br />
Astronom. Phys., 8(1960), 277-282.<br />
, On the embedding <strong>of</strong> abstract quasi-algebras into equationally definable classes <strong>of</strong> abstract<br />
algebras, (Russian summary), Bull. Acad. Polon. Sci., Sr. Sci. Math. Astronom. Phys., 8(1960),<br />
11-17.<br />
__, On the determining <strong>of</strong> the form <strong>of</strong> congruences in abstract algebras with equationally<br />
definable constant elements, Fund. Math., 48(1959/60), 325-341.<br />
__, On the extending <strong>of</strong> models, III. Extensions in equationally definable classes <strong>of</strong> algebras,<br />
Fund. Math., 43(1956), 69-76.<br />
Smimov, D. M., Lattices <strong>of</strong> varieties and free algebras, (Russian), Sibirsk Math. Z., 10(1969),<br />
1144-1160.<br />
Smith, Jonathan D. H., Mal'cev varieties, Lecture Notes in <strong>Mathematics</strong> 554, Springer-Verlag,<br />
Berlin-New York, 1976.<br />
Stanley, M. G., Generation <strong>of</strong> full varieties, Michigan Math. J., 13(1966), 127-128.<br />
Stein, S. K., Finite models <strong>of</strong> identities, Proc. Amer. Math. Soc., 14(1963), 216-222.<br />
Stone, M. G., Proper congruences do not imply a modular congruence lattice, Coil. Math., 23(1971),<br />
25-27.<br />
Stone, M. H., The theory <strong>of</strong> representations <strong>of</strong> Boolean algebras, Trans. Amer. Math. Soc., 40(1936),<br />
37-111.<br />
Suh, Tae-il, <strong>Equational</strong>ly complete non-associative algebras, Indag. Math., 30(1968), 321-324.<br />
Suszko, R., <strong>Equational</strong> logic and theories in semantic languages, Polish Acad. Sci. Inst. Philos.<br />
Sociology Sect. <strong>Logic</strong>, 1(1972), 2-9.<br />
, <strong>Equational</strong> logic and theories in sentential languages, Colloq. Math. 29(1974), 19-23.<br />
Swierczkowski, S., Algebras which are independently generated by every n-element set, Fund. Math.,<br />
49(1960/61), 93-104.<br />
, A sufficient condition for independence, Coll oq. Math., 9(1962), 3942.<br />
, On independent elements in finitely generated algebras, Bull. Acad. Polon. Sci. Se'r. Sci.<br />
Math. Astronom. Phys., 6(1958), 749-752.<br />
, On isomorphic free algebras, Fund. Math., 50(1961/62), 35-44.<br />
Szdkely, S., and F. Gdcseg, On equational classes <strong>of</strong> unoids, Acta Sci. Math., 34(1973), 99-101.<br />
Tamura, T., and F. M. Yaqub, Examples related to attainability <strong>of</strong> identities on lattices and rings,<br />
Math. Japon., 10(1965), 35-39.<br />
Taylor, W., Fixed points <strong>of</strong> endomorphisms, Algebra Universalis, 2(1972), 74-76.<br />
Terehov, A. A., On algebras in which the direct and free product coincide, (Russian), Uen. Ivan.<br />
Ped. Inst., 18(1958), 61-66.<br />
., On free products and permutable congruence relations in primitive classes <strong>of</strong> algebras,<br />
Uspeki Mat. Nauk., 13(1958), 232.<br />
Trnkov, V., Strong embeddings <strong>of</strong> c.a,.t.egory <strong>of</strong> all groupoids into category <strong>of</strong> semigroups, Comm.<br />
Math. Univ. Carolinae, 9(1968), 251-256.<br />
, Universal categories, Comm. Math. Univ. Carolinae, 7(1966), 143-206.<br />
Urbanik, K., A remark on v*-free algebras, Coll. Math., 20(1969), 197-202.<br />
, A representation theorem forMarczewski's algebras, Fund. Math., 48(1959/60), 147-167.<br />
, A representation theorem for two-dimensional v*-algebras, Fund. Math., 57(1965),<br />
215-236.