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I am preparing an entry for the Encyclopedia of Mathematical Physics 2nd ed:
$\,$
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Early draft now available at that link.
Will be presenting this tomorrow at a CQTS-workshop on Homotopy Theory and Applications.
Comments are welcome.
Just a couple of typos for now:
anlogous; Phsyics
And you have both ’Snglr’ and ’Snglrt’
Thanks, fixed now.
I want to say $\mathbf{Snglrt}$ for the 2-category of singulariTies and $\mathbf{Snglr}\mathbf{H} \coloneqq PSh_\infty(\mathbf{Snglrt, \mathbf{H}})$ for the singular version of $\mathbf{H}$.
Second column of p.9, should that be $\mathbf{Snglr} \hookrightarrow \mathbf{Grpd}_{\infty}$?
Probably worth referencing a paper or two of your own, maybe Proper Orbifold Cohomology.
I love this paper, thank you for writing it. Very helpful to get the main ideas of the field :)
Thanks for the feedback.
Just tried it as a presentation on an audience of topologists and mathematical physicists, and it seems to work well. Will post the video recording when it becomes available.
(And I have added another remark that the document is in preparation and that references are (evidently?! :-) still missing.)
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