WebAlthough it might be possible to construct motivic norms using suitable categories with weak equivalences, as is done in [HHR16] in the case of equivariant homotopy theory, it would … Web8 de nov. de 2024 · The present paper is part of a larger project to understand which nilpotence theorems continue to hold in the stable motivic category SH (S), where S is a …
A¹ homotopy theory - Wikipedia
WebSummary. In this paper, we study the Nisnevich sheafification é H ét 1 ( G) of the presheaf associating to a smooth scheme the set of isomorphism classes of G -torsors, for a reductive group G. We show that if G -torsors on affine lines are extended, then é H ét 1 ( G) is homotopy invariant and show that the sheaf is unramified if and only ... WebNORMS IN MOTIVIC HOMOTOPY THEORY Tom BACHMANN & Marc HOYOIS. TomBachmann MathematischesInstitut UniversitätMünchen Theresienstr.39 … imvu login download install xbox
[2104.03222] Stable motivic homotopy theory at infinity
WebAlong the way we establish structural results and constructions for equivariant motivic homotopy theory of independent interest. This includes geometric fixed-point functors and the motivic Adams isomorphism. ... Bachmann, T. and Hoyois, M., Norms in motivic homotopy theory, Preprint, 2024, arXiv:1711.03061.Google Scholar Web17 de jan. de 2024 · Remark. The usage of the 𝔸 1 \mathbb{A}^1 - prefix in the above definitions may seem strange since all these notions are simply inherited from the Nisnevich (∞,1)-topos. The point is that, when a smooth scheme X X is viewed as a motivic space, a localization functor is implicitly applied. The underlying Nisnevich (∞,1)-sheaf of the … WebUsing these norm functors, the authors define the notion of a normed motivic spectrum, which is an enhancement of a motivic E ∞ -ring spectrum. The main content of this text … imvu maternity