Lambda module structure on higher K-groups

In this article, we show that for a quasicompact scheme X and \(n>0,\) $n>0,$ the n-th K-group \(K_{n}(X)\) $K_n(X)$ is a \(\lambda \) $\lambda$ -module over a \(\lambda \) $\lambda$ -ring \(K_{0}(X)\) $K_0(X)$ in the sense of Hesselholt.