representation, ∞-representation?
symmetric monoidal (∞,1)-category of spectra
In the sense of Lurie, 2.1.2
For $\mathcal{A}^\otimes, \mathcal{B}^\otimes$ two (∞,1)-operads regarded as their (∞,1)-categories of operators regarded as quasi-categories, a homomorphism between them is a map in the slice category of sSet over $N(FinSet_*)$ such that it respects inert morphisms.
morphism of $(\infty,1)$-operads
Section 2.1.2 of
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