Warning 14.1.3. As mentioned in Remark 12.4.4, our definition of \(\infty \)-operads does not agree with the standard one in the literature, due to Lurie, which we will discuss in Section 17.4 below. However, the difference is mostly inconsequential for practical purposes, as most constructions with Lurie’s definition go through with our definition. The main difference is that with our definition we can state various conditions on the \(\infty \)-category \(\Oo ^{\otimes }\) in terms of finite products rather than via a Segal condition.
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