Topology

   

Kolmogorov Spaces Which Are Injective

Authors: Ryan J. Buchanan

Let K0,K1 be Kolmogorov spaces, and there be an exact morphism K0 → K1. Assuming K0 to be a "good moduli stack" gives us an exact injection into the category of hyperspace tilings. Here, we explore this link. We supply a healthy dose of background information to get the reader acquainted with the relevant topics in a lightning-round fashion. In the process we touch on automorphisms of spectral sequences.

Comments: 16 Pages.

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Submission history

[v1] 2023-07-16 05:57:47

Unique-IP document downloads: 243 times

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