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Non-Isomorphic Burnside Groups of Exponent p2
Published online by Cambridge University Press: 20 November 2018
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In the recent paper [8] Phillips has shown that for each prime p there are 2ℵ0 non-isomorphic 2-generatecl p-groups. This same result was obtained independently by S. Jeanes and J. S, Wilson (unpublished) who show that the groups constructed in [1] have 2ℵ0 non-isomorphic images. The groups in both of these proofs all have infinite exponent. In this paper we show that, for large enough primes p, there are 2ℵ0 non-isomorphic 2-generated groups of exponent p2.
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- Copyright © Canadian Mathematical Society 1978
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