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Full convex
l-subgroups and the existence of
a∗-closures of lattice ordered
groups
Richard Neal Ball |
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Vol. 61 (1975), No. 1, 7–16
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Abstract |
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An affirmative answer to the question of whether an arbitrary lattice-ordered group has an a∗-closure is the main result of this paper. This result is obtained by first introducing the notion of a full convex l-subgroup which is closely analogous to the notion of a closed convex l-subgroup. |
Mathematical Subject Classification
Primary: 06A55, 06A55
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Milestones
Received: 31 January 1975
Published: 1 November 1975
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Authors |
| Richard Neal Ball | |
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