ON AUTOMORPHISMS OF PERIODIC PRODUCTS OF GROUPS

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ON AUTOMORPHISMS OF PERIODIC PRODUCTS OF GROUPS Amirjan Gevorgian

In this paper it has been proved that each normal automorphism of then-periodic product of cyclic groups of odd orderr≥1003 is inner, wheneverrdividesn.

DOI: 10.46991/PYSUA.2012.46.2.003 Physical and Mathematical Sciences, 46(2 (228) 3-9

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Keywords

n-periodic product of groups, normal, automorphism, innerautomorphism, free Burnside group

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