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- W3201784487 abstract "We prove a new convergence result for the slice spectral sequence, following work by Levine and Voevodsky. This verifies a derived variant of Voevodsky's conjecture on convergence of the slice spectral sequence. This is, in turn, a necessary ingredient for our main theorem: a Thomason-style 'etale descent result for the Bott-inverted motivic sphere spectrum, which generalizes and extends previous 'etale descent results for special examples of motivic cohomology theories. Combined with first author's 'etale rigidity results, we obtain a complete structural description of the 'etale motivic stable category." @default.
- W3201784487 created "2021-10-11" @default.
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- W3201784487 date "2020-03-09" @default.
- W3201784487 modified "2023-09-27" @default.
- W3201784487 title "On 'etale motivic spectra and Voevodsky's convergence conjecture." @default.
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