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Jun 5 at 15:36 comment added Peter Scholze The functor $\mathrm{Ch}(\mathbb Z)\to \mathrm{Ch}(\mathbb Z)[w^{-1}]$ is in fact lax symmetric monoidal. This is proved in my paper "On topological cyclic homology" with Thomas Nikolaus, see Theorem A.7.
Jun 5 at 14:50 comment added Ben Wieland There is no functor satisfying these requirements.
Jun 5 at 14:36 vote accept Yebo Peng
Jun 5 at 14:16 answer added Z. M timeline score: 10
Jun 5 at 13:55 answer added Xiong Jiangnan timeline score: 1
S Jun 5 at 13:12 review First questions
Jun 5 at 13:27
S Jun 5 at 13:12 history asked Yebo Peng CC BY-SA 4.0