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The KZ comonadicity of multicategories over monoidal categories is claimed on the nlab on multicategories in the section on relations to monoidal categories. I am aware of the papers: "From Coherent Structures to Universal Properties", "Representable Multicategories" and "A unified framework for generalized multicategories". But from searching through the papers I found no explicit mention of this result.
Is anyone aware of a reference explicitly stating this or something that implies this?
See 4.3 of Elmendorf and Mandell, 2009 -- with the caveat that they work with symmetric gadgets, which structure you can of course forget
Thank you! This should do.
Quentin Schroeder has marked this topic as resolved.