References
- Pacific J. Math. v.28 Equational Classes of Modular Lattices Baker, K. A.
- Trans. Amer. Math. Soc. v.190 Primitive Satisfaction and Equational Problems for Lattices and Other Algebras Baker, K. A.
- Advances in Math. v.24 Finite Equational Bases for Finite Algebra in Congruence Distributive Equational Classes Baker, K. A.
- Universal Algebra(Proc. Colloq. Esztergom 1977) v.29 Some Nonfinitely Based Varieties of Lattices Baker, K. A.
- General Lattice Theory Gratzer, G.
- Algebra Universalis v.3 Weak(Projective) Radius and Finite Equational Bases for Classes of Lattices Herrmann, C.
- Pacific J. Math. v.40 Convering Relations among Lattice Varieties Hong, D. X.
- Ph. D. Thesis Keimyung University Finitely Based Varieities of Modular lattices Yim, S. G.
- Math. Scand. v.22 Algebras Whose Congruence Lattices Are Distributive Jonsson, B.
- Math. Scand. v.22 Equational Classes of Lattices Jonsson, B.
- Advances in Math. v.14 Sum of Finitely Based Lattice Varieties Jonsson, B.
- Universal Algebra(Proc. Colloq. Esztergrom1977), Colloq. Math. Soc. Janos Bolyai v.29 Varieties of Lattices:Some Open Problems Jonsson, B.
- Proc. Amer. Math. Soc. v.66 Critical Edges in Subdirectly lrreducible Lattices Jonsson;Rival. I.
- J. Korean Math. Soc. v.28 Finitely Based Modular Lattice Varieties Kang, Y. Y.