2 problems

0 votes0 replies1 view
Extension of perfect motivic homotopy results to absolutely weakly normal schemes
The idh-topology is defined over arbitrary bases, and perfect schemes in characteristic $p$ are related to absolutely weakly normal schemes by inverting universal homeomorphisms. E…
Conjectureopenmotivic-homotopy-theory perfect-schemes universal-homeomorphismsarXiv posted 2 days ago
0 votes0 replies0 views
Chan–Ivanov conjecture on representability of Coxeter Deligne–Lusztig spaces
Let $G$ be the reductive group, $W$ its Weyl group, $b$ the relevant element, and $X_w(b)$ the associated $p$ -adic Deligne–Lusztig space for $w obreakrelaxin W$ . An element $w$ is…
Conjectureopendeligne-lusztig-theory p-adic-geometry perfect-schemesarXiv posted 2 days ago

Extension of perfect motivic homotopy results to absolutely weakly normal schemes