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References:
[1] P. Conrad: Lattice-Ordered Groups. Lecture Notes, Tulane University, (1970). Zbl 0258.06011
[2] P. Conrad: Epi-archimedean groups. Czech. Math. Jour. 24 (99), (1974), 192-218. MR 0347701 | Zbl 0319.06009
[3] P. Conrad: Torsion radicals of lattice-ordered groups. Sympos. Math. 21 (1977), 479-513. MR 0465969 | Zbl 0372.06011
[4] С. Holland: Varieties of l-groups are torsion classes. Czech. Math. Jour. 29 (1979), 11-12. MR 0518135 | Zbl 0432.06011
[5] С. Holland J. Martinez: Accessibility of torsion classes. Algebra Universalis 9 (1979), 199-206. DOI 10.1007/BF02488030 | MR 0523933
[6] J. Martinez: Free products in varieties of lattice-ordered groups. Czech. Math. Jour., 22 (97), (1972), 535-553. MR 0311536 | Zbl 0247.06022
[7] J. Martinez: Archimedean lattices. Algebra Universalis, Vol. 3, fasc. 2, (1973), 247-260. DOI 10.1007/BF02945124 | MR 0349503 | Zbl 0317.06004
[8] J. Martinez: Archimedean-like classes of lattice-ordered groups. Trans. AMS, 186 (1973), 33-49. DOI 10.1090/S0002-9947-1973-0332614-X | MR 0332614
[9] J. Martinez: Nilpotent lattice-ordered groups. to appear, Algebra Universalis. MR 0544857 | Zbl 0426.06012
[10] J. Martinez: Torsion theory for lattice-ordered groups. Czech. Math. Jour. 25 (100), (1975), 284-299. MR 0389705 | Zbl 0321.06020
[11] J. Martinez: Torsion theory for lattice-ordered groups. Part 11: homogeneous l-groups; Czech. Math. Jour. 26 (101), (1976), 93-100. MR 0389706 | Zbl 0331.06009
[12] J. Martinez: Is the lattice of torsion classes algebraic?. Proc AMS, Vol 63, No. 1, (March 1977), 9-14. MR 0552652 | Zbl 0376.06019
[13] J. Martinez: A general theory of torsion classes for lattice-ordered groups. Lecture Notes, University of Florida.
[14] J. Martinez: The fundamental theorem on torsion-classes of lattice-ordered groups. Trans AMS. Vol. 259, No. 1, (May 1980), 311-317. DOI 10.1090/S0002-9947-1980-0561839-7 | MR 0561839 | Zbl 0433.06016
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