Previous |  Up |  Next

Article

References:
[1] BERNAU S. J.: The lateral completion of an arbitraгy lattice gгoup. J. Aust. Math. Soc., 19, 1975, 263-289. MR 0384640
[2] BIRKHOFF G.: Lattice theoгy. third edition, Pгovidence 1976.
[3] CONRAD P.: Lattice ordered groups. Tulane University, 1970. Zbl 0258.06011
[4] CONRAD P.: The relationship between the radical of a lattice ordered group and complete distributivity. Pacif. J. Math., 14, 1964, 493-499. MR 0166279 | Zbl 0122.03701
[5] CONRAD P.: Free abelian l-groups and vector lattices. Math. Ann., 190, 1971, 306-312. MR 0281667
[6] CONRAD P.: The lateral completion of a lattice ordered group. Proc London Math. Soc., 19, 1963, 444-480. MR 0244125
[7] ФУKC Л.: Чacтичнo yпopядoчeнныe aлгeбpaичecкиe cиcтeмы. Mocквa 1965.
[8] HALES A. W.: On the non-existence of free complete Boolean algebras. Fundam. Math., 54, 1964, 45-66. MR 0163863 | Zbl 0119.26003
[9] ЯKУБИK Я.: Пpeдcтaвлeниe и pacшиpeниe l-гpyпп. Czech. Math. J., 13, 1963, 267-283.
[10] JAKUBÍK J.: Cantoг-Bernstein theorem for lattice ordered gгoups. Czech. Math. J., 22, 1972, 159-175.
[11] JAKUBÍK J.: Orthogonal hull of a strongly projectable lattice ordeгed gгoup. Czech. Math. J. (submitted).
[12] JAKUBÍKOVÁ M.: Über die B-Potenz einer veгbandsgeordneten Gruppe. Mat. Čas., 23, 1973, 231-239.
[13] JAKUBÍKOVÁ M.: The nonexistence of free complete vector lattices. Čas. Pěst. Mat., 99, 1974, 142-146. MR 0360404 | Zbl 0279.06015
[14] JAKUBÍKOVÁ M.: Totally inhomogeneous lattice ordered gгoups. Czech Math. J. (submitted).
[15] POTKOBИЧ Г. Я.: O дизьюнктнo пoлныx пoлyyпopядoчeнныx гpyппax. Czech. Math. J. (to appear).
[16] ШИK Ф.: K тeopии cтpyктypнo ynopядoчeнныx гpyпп. Czech. Math. J., 6, 1965, 1-25.
[17] ŠIK F.: Über subdirekte Summen geordneter Gгuppen. Czech. Math. J., 10, 1960, 400-424. MR 0123626
[18] BУЛИX Б. 3.: Bвeдeниe в тeopию пoлyyпopядoчeнныx пpocтpaнcтв. Mocквa 1961.
[19] WEINBERG E. C.: Completely distгibutive lattice ordered groups. Pacif. J. Math., 12, 1962, 1131-1137. MR 0147549
[20] WEINBERG E. C.: Free lattice ordered groups. Math. Ann., 151, 1963, 187-199. Received May 26, 1977. MR 0153759
Partner of
EuDML logo