On the fibrewise effective Burnside $\infty$-category

10 Jul 2016 Barwick Clark Glasman Saul

Effective Burnside $\infty$-categories are the centerpiece of the $\infty$-categorical approach to equivariant stable homotopy theory. In this \'etude, we recall the construction of the twisted arrow $\infty$-category, and we give a new proof that it is an $\infty$-category, using an extremely helpful modification of an argument due to Joyal--Tierney... (read more)

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  • CATEGORY THEORY
  • ALGEBRAIC TOPOLOGY