References
B. A. Davey andB. Sands.An application of Whitman's condition to lattices with no infinite chains. Algebra Universal7 (1977), 171–178.
A. Day,A simple solution to the word problem for lattices, Canadian Math. Bull.13 (1970), 253–254.
A. Day,Splitting algebras and a weak notion of projectivity. Algebra Universalis5 (1975), 153–162.
A. Day.Splitting lattices generate all lattices. Algebra Universalis7 (1977), 163–169.
A. Day.Characterizations of finite lattices that are bounded-homomorphic images or sublattices of free lattices. Canadian J. Math.31 (1979), 69–78.
A. Day, H. Gaskill andW. Poguntke.Distributive lattices with finite projective covers, Pacific J. Math.81 (1979), 45–59.
A. Day, C. Herrmann andR. Wille.On modular lattices with four generators. Alg. Universalis2 (1972), 317–323.
B. Jónsson.Algebras whose congruence lattices are distributive. Math. Scand.21 (1967), 110–121.
R. McKenzie.Equational bases and non modular lattices varieties. Trans. Amer. Math. Soc.174 (1972), 1–43.
V. Slavík.On h-primitive lattices. Comm. Math. Univ. Carolinae16 (1975), 505–514.
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This research was made mainly by the second author under the direction of the first.
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García, O.C., de la Peña, J.A. Lattices with a finite Whitman cover. Algebra Universalis 16, 186–194 (1983). https://doi.org/10.1007/BF01191767
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DOI: https://doi.org/10.1007/BF01191767