ScalingStacks

morphisms given by

(18) Hom𝒮0N​(B3,Pp,𝕜)⁡(T1,T2)\displaystyle\operatorname{Hom}_{\mathcal{S}_{0}^{N}(B^{3};P_{p},\mathbbm{k})}(T_{1},T_{2}) :=KhRN(T2∪PpT1¯,𝕜){p(N−1)}\displaystyle:=\operatorname{KhR}_{N}(T_{2}\cup_{P_{p}}\overline{T_{1}},\mathbbm{k})\{p(N-1)\}
(19) =𝒮0N(B4;T2∪PpT1¯,𝕜){p(N−1)}\displaystyle=\mathcal{S}_{0}^{N}(B^{4};T_{2}\cup_{P_{p}}\overline{T_{1}},\mathbbm{k})\{p(N-1)\}

Original mathematics by the credited authors. Source collection and HTML conversion remain in progress.

Ciprian Manolescu, Kevin Walker, Paul Wedrich

Original source: arXiv:2206.04616v2