The algebraic K-theory groups of constant C_{p^n}-Tambara fields valued in finite fields of characteristic p are torsion; after inverting p they are explicitly determined with the p'-torsion matching prior predictions and p-power torsion being nontrivial.
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The $K$-theory of finite Tambara fields: away from $p$
The algebraic K-theory groups of constant C_{p^n}-Tambara fields valued in finite fields of characteristic p are torsion; after inverting p they are explicitly determined with the p'-torsion matching prior predictions and p-power torsion being nontrivial.