Matematicky ustav SAV, Gresakova 6, 040 01 Kosice, Slovakia, e-mail: kstefan@saske.sk
Abstract: Let $\alpha$ be an infinite cardinal. In this paper we define an interpolation rule $\IR(\alpha)$ for lattice ordered groups. We denote by $C (\alpha)$ the class of all lattice ordered groups satisfying $\IR(\alpha)$, and prove that $C (\alpha)$ is a radical class.
Keywords: lattice ordered group, interpolation rule, radical class
Classification (MSC 2000): 06F15
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