On stable finiteness of group rings

Ken Dykema, Kate Juschenko

Abstract


For an arbitrary field or division ring \(K\) and an arbitrary group \(G\), stable finiteness of \(K[G]\) is equivalent to direct finiteness of \(K[G\times H]\) for all finite groups \(H\).

Keywords


Kaplansky’s Direct Finiteness Conjecture, stable finiteness

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