nLab Michael Ching

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Selected writings

On Goodwillie calculus:

• Gregory Arone, Michael Ching, Goodwillie Calculus, in: Handbook of Homotopy Theory Taylor & Francis (2019) [arXiv:1902.00803,doi:10.1201/9781351251624]

On an extension of the concept of tangent bundle categories to $(\infty, 1)$-categories:

• Kristine Bauer, Matthew Burke, Michael Ching, Tangent $\infty$-categories and Goodwillie calculus [arXiv:2101.07819]

Two further examples of tangent structures on an $(\infty,1)$-category, on (∞,1)-Topos and its opposite, are given in:

• Michael Ching, Dual tangent structures for infinity-toposes [arXiv:2101.08805]

Related entries

• Goodwillie calculus

• Goodwillie-Taylor tower

• Goodwillie derivatives of the identity functor

• configuration space (mathematics)

• L-infinity operad

category: people