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5 votes
0 answers
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What do we know about effective epimorphisms of derived affine schemes/manifolds?

By default, all terms are understood in the infinity sense (“category” means “(∞,1)-category”, etc.) Recall that the morphism $X \to Y$ is an effective epimorphism if the Čech diagram $$ ... \to X \...
Arshak Aivazian's user avatar
6 votes
2 answers
926 views

Learning roadmap to 'Differential cohomology in a cohesive $\infty$ topos'

I am very curious to study arXiv:1310.7930 (henceforth:DCCT) but am not sure if I have the pre-requisites. I am familiar with basic algebraic topology (singular cohomology, classifying spaces, ...
user90041's user avatar
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15 votes
1 answer
1k views

Examples of differential cohomology in cohesive $\infty$ topos

I might direct this question to Urs Schreiber directly, but just in case someone else has some interesting examples, I'll make the question public. The formulation of differential cohomology in ...
Daniel Grady's user avatar