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Please feel invited to edit the entry to clarify/fix.
Recently I made “simplicial weak equivalence” redirect to classical model structure on simplicial sets, but it would deserve it’s own entry.
It was meant to be the other way around, of course.
added pointer to the analog version of $Ex$ for the (localization of) quasi-categories incarnated as marked simplicial sets:
Re #8: It seems to me these authors only develop an analogue of Ex, not Ex^∞.
Their main theorem seems to say that if a marked quasicategory satisfies the calculus of left fractions, then the analogue of the functor Ex sends it to a quasicategory.
As far as I can see, there is nothing about fibrantly replacing arbitrary marked simplicial sets, so there is no analogue of Ex^∞.
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