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Homotopy theory, homological algebra, algebraic treatments of manifolds.

3 votes
Accepted

detecting weak equivalences in a simplicial model category II

I think the following gives a counterexample: Take the category of morphisms in $\operatorname{SSet}$, i.e., the category $\operatorname{Fun}(C,\operatorname{SSet}),$ where $C$ is the category with t …
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  • 5,958
39 votes
2 answers
2k views

What parts of the theory of quasicategories have been simplified since the publication of HTT?

It has been almost ten years since Lurie published Higher Topos Theory, where (following Joyal and probably others) he set up foundations for higher category theory via quasicategories. My impression …
dhy's user avatar
  • 5,958
3 votes
Accepted

Six functor formalism for quasi-coherent $D$-modules

They do not exist in general. The simplest example is maybe to take $X\rightarrow Y$ to be the closed embedding of the origin inside $\mathbb{A}^1.$ Then $f_*$ sends a vector space $V$ to the $\mathca …
dhy's user avatar
  • 5,958