[1] DASHIEL F., HAGER A., HENRIKSEN M.: Order - Cauchy completions of rings and vector lattices of continuous functions. Can. J. Math. 32, 1980, 657-685. MR 0586984

[2] EVERETT C. J.: Sequence completion of lattice moduls. Duke Math. J. 11, 1944, 109-119. MR 0009592 | Zbl 0060.06301

[3] ФУKC Л.: Чacтичнo yпopядoчeнныe aлгeбpaичecкиe cиcтeмы. Mocквa 1965.

[4] HARMINC M.: Sequential convergences on cyclically ordered groups. Math. Slovaca. (Submitted.) MR 0977903 | Zbl 0654.06017

[5] KOKOPИH A. И., KOПЫTOB B. M.: Линeйнo yпopядoчeнныe гpyппы. Mocквa 1972.

[6] NOVÁK V.: Cyclically ordered sets. Czech. Math. J. 32, 1982, 460-473. MR 0669787 | Zbl 0515.06003

[7] NOVÁK V.: Cuts in cyclically ordered sets. Czech. Math. J. 34, 1984, 322-333. MR 0743497 | Zbl 0551.06002

[8] NOVÁK V., NOVOTNÝ M.: Dimension theory for cyclically and cocyclically ordered sets. Czech. Math. J. 33, 1983, 647-653. MR 0721091 | Zbl 0538.06002

[9] PAPANGELOU F.: Order convergence and topological completion of commutative lattice-groups. Math. Ann. 155, 1964, 81-107. MR 0174498 | Zbl 0131.02601

[10] PRINGEROVÁ G.: Radical classes of linearly ordered groups and cyclically ordered groups. (Slovak.) Dissertation, Komenský Univ., Bratislava 1986.

[11] RIEGER L.: O uspořádaných a cyklicky uspořádaných grupách I-III. Věstník Král. české spol. nauk 1946, 1-31; 1947, 1-33; 1948, 1-26.

[12] SWIERCZKOWSKI S.: On cyclically ordered groups. Fund. Math. 47, 1959, 161-166. MR 0110759 | Zbl 0096.01501