stable infinity-category

A stable $\infty$-category is an ∞-category whose objects behave like homotopy-theoretic spectra.

A detailed theory for stable $\infty$-categories exists for the case of (∞,1)-categories: see stable (∞,1)-category.

This type of stability is not to be confused with being stably (or symmetric) monoidal.

Revised on July 10, 2009 14:42:07
by Eric Forgy
(65.163.59.49)