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Mar 8 at 15:17 comment added Z. M More systematically, let $\mathcal K\subseteq\mathcal K'$ be collections of simplicial sets, then the functor $\mathcal P_{\mathcal K}^{\mathcal K'}\colon\operatorname{Cat}_\infty(\mathcal K)\to\operatorname{Cat}_\infty(\mathcal K')$ carries a symmetric monoidal structure (HA 4.8.1.8).
Mar 8 at 3:34 comment added Maxime Ramzi It's a very convenient trick :) going between large and small worlds sounds completely formal (and it is) but it is a very robust technique somehow
Mar 8 at 3:32 comment added Brendan Murphy Oh wow, thanks again! I should've thought to use the Lurie tensor product for $\kappa$-small colimits
Mar 8 at 3:30 vote accept Brendan Murphy
Mar 8 at 3:29 history answered Maxime Ramzi CC BY-SA 4.0