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Covering condition in the lattice of radical classes of linearly ordered groups. (English) Zbl 0519.06015

MSC:
06F20 Ordered abelian groups, Riesz groups, ordered linear spaces
06B20 Varieties of lattices
08B15 Lattices of varieties
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References:
[1] CHEHATA C. G.-WIEGANDT R.: Radical theory for fully ordered groups. Mathematica (Cluj) 20(43), 1979, 143-157. · Zbl 0409.06008
[2] ФУКС Л.: Частично упорядочєнныє алгєбраичєскиє систємы. Москва 1972.
[3] JAKUBÍK J.: Radical mappings and radical classes of lattice ordered groups. Symposia math. 21 1977, 451-477.
[4] JAKUBÍK J.: Torsion radicals of lattice ordered groups. Czech. Math. J. 32, 1982, 347-364.
[5] JAKUBÍK J.: On radical classes of abelian linearly ordered groups. · Zbl 0579.20034
[6] KOKOPNH A. N., KONblTOB B. M.: Линєйно упорядочєнныє группы. Москва 1972.
[7] МАЛЬЦЄВ А. И.: Об упорядочєнных группах. Изв. акад. Наук СССР, сєр. мат., 13, 1949, 473-482.
[8] МЄДВЄДЄВ Н. Я.: О рєшєткє о-аппроксимируємыX l-многообразий. Czech. Math. J.
[9] POLLÁK G.: On the existence of covers in lattices of varieties. Contrib. Gen. Algebra Proc. Klagenfurt Konf. 1978, Klagenfurt 1979, 235-274.
[10] TPAXTMAH A. H.: Многообразия полугрупп бєз нєприводимого базиса тождєсгв. Matem. 3ametkn 21, 1977, 865-871.
[11] ГОРБУНОВ В. А.: Покрытия в рєшєтках квазимногообразий и нєзависимая аксиоматазируємость. Anre6pa n nornka 16, 1977, 507-548.
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