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Non-commutative rings and algebras, non-associative algebras. Can be used in combination with ra.rings-and-algebras
8
votes
What is the current status of the Kaplansky zero-divisor conjecture for group rings?
Since there's been a request for an update on the zero divisor conjecture, let me give one. The zero divisor conjecture is open. I'll update this answer if I hear otherwise.
Alain already mentioned th …
50
votes
What is the current status of the Kaplansky zero-divisor conjecture for group rings?
Apologies for the self-promotion, but there is now a counterexample to the unit conjecture (U) with $K=\mathbb{F}_2$ and virtually abelian $G = \langle a, b \,|\, (a^2)^b=a^{-2}, (b^2)^a=b^{-2} \rangl …