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Resumen de Locally soluble infinite-dimensional linear groups with restrictions on nonAbelian subgroups of infinite ranks

O. Yu. Dashkova

  • We are concerned with locally soluble linear groups of infinite central dimension and infinite sectional p-rank, p ? 0, in which every proper non-Abelian subgroup of infinite sectional p-rank has finite central dimension. It is proved that such groups are soluble.


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