Affiliation:
1. Baikal National University of Economics and Law
2. Universität Leipzig
3. Centre for Mathematical Sciences
Abstract
Abstract
In 1963, W. Charles Holland proved that every lattice-ordered group can be embedded in the lattice-ordered group of all order-preserving permutations of a totally ordered set. In this article we examine the context and proof of this result and survey some of the many consequences of the ideas involved in this important theorem.
Cited by
5 articles.
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