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20052021
most citedBar constructions for topological operads and the Goodwillie derivatives of the identity

50 citations · 93 across the 14 of their papers we have counts for

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math.CT2021

Dual tangent structures for infinity-toposes

Michael Ching

We describe dual notions of tangent bundle for an infinity-topos, each underlying a tangent infinity-category in the sense of Bauer, Burke and the author. One of those notions is L…

math.CT2021★ 1 cited

Tangent -categories and Goodwillie calculus

Kristine Bauer, Matthew Burke, Michael Ching

We make precise the analogy between Goodwillie's calculus of functors in homotopy theory and the differential calculus of smooth manifolds by introducing a higher-categorical frame…

math.CT2005

A note on the composition product of symmetric sequences

Michael Ching

We consider the composition product of symmetric sequences in the case where the underlying symmetric monoidal structure does not commute with coproducts. Even though this composit…