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References:
[1] CHEHATA C. G., WIEGANDT R.: Radical theory for fully ordered groups. Mathematica - Rév. d'Anal. Numér. Théor. Approx. 20 (43), 1979, 143-157. MR 0530451
[2] CONRAD P.: K-radical classes of lattice ordered groups. Conf. Algebra Carbondale, 1980, Lect. Notes in Mathematics 848, Springer Verlag 1981, 186-207. MR 0613186
[3] DARNEL M.: Closure operators on radicals of lattice ordered groups. Czech. Math. J. 37, 1987, 51-64. MR 0875127
[4] FUKS L.: Častično uporjadočennye algebraičeskie sistemy. Moskva, 1972.
[5] GARDNER B. J.: Some aspects of radical theory for fully ordered abelian groups. The University of Tasmania, Technical Report No 203, 1985. MR 0831815 | Zbl 0584.06010
[6] JAKUBÍK J.: On the lattice of radical classes of linearly ordered groups. Studia scient. mathem. Hungar. 19, 1981, 76-86. MR 0703644 | Zbl 0465.06012
[7] JAKUBÍK J.: On the lattice of semisimple classes of linearly ordered groups. Čas. pěst. matem. 107, 1982, 183-190. MR 0704063
[8] JAKUBÍK J.: On K-radical classes of lattice ordered groups Czechoslov. Math J. 1983, 149-163. MR 0687428
[9] JAKUBÍK J.: On radical classes of abelian lattice ordered groups. Math. Slovaca 35, 1985, 141-154. MR 0795009
[10] JAKUBÍKOVÁ M.: Hereditary radical classes of linearly ordered groups. Čas. pěst, matem. 107, 1982, 199-207. MR 0704065
[11] PRINGEROVÁ G.: Covering condition in the lattice of radical classes of linearly ordered groups. Math. Slovaca 33, 1983, 363-369. MR 0720506 | Zbl 0519.06015
[12] PRINGEROVÁ G.: On semisimple classes of abelian linearly ordered groups. Čas. pěst. matem. 108, 1983, 40-52. MR 0694139 | Zbl 0516.06013
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