(also nonabelian homological algebra)

**Context**

**Basic definitions**

**Stable homotopy theory notions**

**Constructions**

**Lemmas**

**Homology theories**

**Theorems**

A **triangulated functor** $F : T \to T'$ between two triangulated categories $T$ and $T'$ is an additive functor that commutes with translation and preserves the distinguished triangles.

Triangulated functors are also called *exact functors* (not to be confused with the *other* meaning of *exact functor*).

- Amnon Neeman,
*Triangulated Categories*, Princeton University Press (2001)

Last revised on June 29, 2016 at 19:16:15. See the history of this page for a list of all contributions to it.