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Some residual properties of polycyclic groups and split extensions
Azarov D. N.
Vladikavkaz Mathematical Journal 2015. Vol. 17. Issue 4.
It is proved that for every finite set \(\pi\) of primes there exists a polycyclic group which is a residually finite \(p\)-group if and only if the number \(p\) belongs to the set \(\pi\).
Keywords: polycyclic group, split extension
Language: Russian Download the full text
For citation: Azarov D. N. Some residual properties of polycyclic groups and split extensions. Vladikavkazskii matematicheskii zhurnal [Vladikavkaz Math. J.], vol.17, no. 4, pp.3-10. DOI 10.23671/VNC.2015.4.5967
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