Ok, this is a very naive question, and not seriously motivated. But I was just wondering: did anybody define any (interesting) higher K-theory Grothendieck group of varieties $K_n(\mathrm{Var}_{\Bbbk})$ generalizing the usual Grothendieck ring $K_0(\mathrm{Var}_\Bbbk)$?
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$\begingroup$ Oh yes, I didn't realize that there was already an essentially identical question. $\endgroup$– QfwfqCommented Aug 2, 2017 at 15:39
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