# Definition:Convex Polyhedron

Jump to navigation
Jump to search

*This page is about Convex Polyhedron. For other uses, see convex.*

## Definition

Let $P$ be a polyhedron.

### Definition 1

$P$ is a **convex polyhedron** if and only if:

- For all points $A$ and $B$ located inside $P$, the line $AB$ is also inside $P$.

### Definition 2

$P$ is a **convex polyhedron** if and only if:

### Definition 3

$P$ is a **convex polyhedron** if and only if:

### Definition 4

$P$ is a **convex polyhedron** if and only if:

## Also see

- Results about
**convex polyhedra**can be found**here**.