We establish a Quillen equivalence between the homotopy theories of
equivariant Segal operads and equivariant simplicial operads with norm maps.
Together with previous work, we further conclude that the homotopy coherent
nerve is a right-Quillen equivalence from the model category of equivariant
simplicial operads with norm maps to the model category structure for
equivariant-β-operads in equivariant dendroidal sets.Comment: v3: Improvements to exposition and minor edits, in response to
referee suggestion