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- W67177262 abstract "Abelian groups A, B are called multi-isomorphic if An is isomorphic to Bn for all natural numbers n>1. In a series of papers, K. O'Meara and C. Vinsonhaler have studied this notion for torsion-free groups of finite rank (tffr ). We study multi-isomorphism in the class of quotient divisible (qd) abelian groups. A reduced abelian group G is qd if it contains a finite rank free subgroup F such that G/F is a divisible torsion group. Multi-isomorphism for qd groups shares some properties with those discovered by O'Meara and Vinsonhaler in the tffr case, but also has some interesting differences." @default.
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- W67177262 date "2005-01-01" @default.
- W67177262 modified "2023-09-23" @default.
- W67177262 title "Multi-Isomorphism for Quotient Divisible Groups" @default.
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