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- W2142600986 abstract "Let the group H have presentation where m ≥ 3, p i ≥ 2 and ( p i , p j ) = 1 if i ≠ j . We show that H is a one-relator group precisely if H can be obtained from a suitable group 〈 a, b ; a p = b p 〉 by repeated applications of a (two-stage) procedure consisting of applying central Nielsen transformations followed by adjoining a root of a generator. We conjecture that any one-relator group G with non-trivial centre and G/G ′ not free abelian of rank two can be obtained in the same way from a suitable group 〈 a, b ; a p = b p 〉." @default.
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- W2142600986 date "1991-10-01" @default.
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- W2142600986 title "A class of one-relator groups with centre" @default.
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- W2142600986 doi "https://doi.org/10.1017/s0004972700029683" @default.
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