TITLE: Adjoint functor theorem for infinity categories
QUESTION [15 upvotes]: In HTT, a version of the adjoint functor theorem for (locally) presentable infinity categories is proven (Corollary 5.5.2.9). Is there a more refined version of this somewhere, which more closely resembles Freyd’s original version? I.e., is there a version for infinity categories which are not necessarily (locally) presentable, but requires a solution set condition? If so, a reference would be fantastic. Thanks!

REPLY [9 votes]: The general adjoint functor theorem didn't exist in the literature when this question was originally asked, but now it does: Nguyen, Raptis, and Schrade.