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created super infinity-groupoid
(to be distinguished from smooth super infinity-groupoid!)
currently the main achievement of the page is to list lots of literature in support of the claim that the site of superpoints is the correct site to consider here.
added to super infinity-groupoid a brief note on Lie integration of super $L_\infty$-algebras
added to super infinity-groupoid the (elementary) argument, in Properties – Infinitesimal cohesion for which super $\infty$-groupoids are infinitesimally cohesive over bare $\infty$-groupoids
There’s a discussion of this concept going on at MathOverflow.
I have taken the liberty of adding the following pointers, in order to have a reference on the actual topic of the entry:
Hisham Sati, Urs Schreiber, Section 3.1.3 of: Proper Orbifold Cohomology (schreiber) (arXiv:2008.01101)
Urs Schreiber, Introduction to Higher Supergeometry (schreiber), lecture at Higher Structures in M-Theory 2018, Durham Symposium
published in parts as: Higher Structures in M-Theory (with Branislav Jurčo (nlab), Christian Saemann (nlab), Martin Wolf (nlab)), Fortschritte der Physik (2019) (arXiv:1903.02807, doi:10.1002/prop.201910001)
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