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InfiniteLooper
  • Member for 8 years, 10 months
  • Last seen more than 1 year ago
  • Rio de Janeiro
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The number of ideals in a ring
Thanks for your reply Todd. Do I need to edit my post ? I tried to find counter exemple using your remark, but failed. Do you know if there is a method to compute the number of sub vector space in a finite vs ?
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The number of ideals in a ring
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$V(A)$ semi group of equivalent projections in $M_∞(A)$ cancelative?
Oh ! Ok, you're right, thanks a lot :) I had a look first in the book of Bruce Blackadar. He took the Murray Von Naumann equivalence to define $V(A)$. However those two semi groups lead to the same group and to the same K theory.
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$V(A)$ semi group of equivalent projections in $M_∞(A)$ cancelative?
but $V(A)$ is always torsion free right ? The only projection equivalent to $0$ is $0$ itself.
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