Kerodon

$\Newextarrow{\xRightarrow}{5,5}{0x21D2}$ $\newcommand\empty{}$
$\Newextarrow{\xhookrightarrow}{10,10}{0x21AA}$

Comments on Proposition 4.3.6.13

Go back to the page of Proposition 4.3.6.13.

Comment #637 by Tim Holzschuh on

Typos in the proof:

"We wish to show that, for every monomorphism of simplicial sets , every lifting problem For this, it will suffice to show that ...": I think the first half of this sentence was supposed to be deleted or something.

I also think that some of the left and right assumptions got mixed up: You assume that the inclusion is right anodyne to show the statement that is claimed for left anodyne inclusions. The second diagram seems to be the correct one (so the right one ;) ) for left anodyne inclusions if I'm not mistaken, so maybe you just want to assume the inclusion to be left anodyne.

Comment #647 by Kerodon on

Yep. Thanks!

There are also:

  • 2 comment(s) on Chapter 4: The Homotopy Theory of $\infty $-Categories
  • 2 comment(s) on Section 4.3: The Slice and Join Constructions
  • 2 comment(s) on Subsection 4.3.6: Slices of $\infty $-Categories

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