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 On the laws of nilpotent pointed-groups Bull. Korean Math. Soc. 1998 Vol. 35, No. 4, 777-782 Zafar Ali and Abdul Majeed University of Peshawar, University of Punjab Abstract : A pointed-group is an ordered pair ($G,c$) where $G$ is a group and $c$ is a specific element of $G$. Thus a pointed-group is a group together with a distinguish element. The aim of this paper is to generalize the result proved by R. C. Lyndon in [4], that every nilpotent group variety is finitely based for its laws. Keywords : finitely based varieties of groups for its laws MSC numbers : 20F18, 14L10 Downloads: Full-text PDF