Abstract
We prove the finiteness of any abelian subgroup of a free periodic group of odd order n ≥ 4381. We also show that for these groups the conjugacy problem is solvable.
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P S Novikov and S I Adjan
© 1968 American Mathematical Society
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Citation P S Novikov and S I Adjan 1968 Math. USSR Izv. 2 1131
DOI 10.1070/IM1968v002n05ABEH000722
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We prove the finiteness of any abelian subgroup of a free periodic group of odd order n ≥ 4381. We also show that for these groups the conjugacy problem is solvable.