Charlotte Scott Centre for Algebra

School of Mathematics & Physics, University of Lincoln

New collaborative research in algebra

Despite current difficulties in international travel, new online collaboration of Evgeny Khukhro (Univ. of Lincoln) with algebraists in Spain (Alexander Moretó, Univ. of Valencia) and Iran (Mohammad Zarrin, Univ. of Kurdistan)  produced new results about finite groups, which give an answer to a question of Andrei Jaikin-Zapirain. These  results have now been submitted as a paper “The average element order and the number of conjugacy classes of finite groups”. Apart from the relevant counterexamples constructed using the so-called secretive p-groups, the paper explores links with other parts of group theory such as number of conjugacy classes, anti-Hughes groups, connections with identities of the associated Lie ring of a free group of prime exponent, etc.

One comment on “New collaborative research in algebra

  1. Evgeny Khukhro
    September 18, 2020

    Reblogged this on Maths & Physics News.

    Like

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This entry was posted on September 18, 2020 by in New publications, research.

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