Proposition 3.1.4. ([Lur09, Cor. 5.5.2.9 and Rem. 5.5.2.10]).
A functor from a presentable \(\infty\)-category to a locally small \(\infty\)-category preserves small colimits if and only if it is a left adjoint.
Proposition 3.1.4. ([Lur09, Cor. 5.5.2.9 and Rem. 5.5.2.10]).
A functor from a presentable \(\infty\)-category to a locally small \(\infty\)-category preserves small colimits if and only if it is a left adjoint.
Original source: arXiv:2401.02956v2
Original source · 2401.02956v2