using QHull
p = rand(10,2)
ch = chull(p)
ch.points         # original points
ch.vertices       # indices to line segments forming the convex hull
ch.simplices      # the simplexes forming the convex hull
show(ch)

using Polyhedra
# Constructs a V-representation of 10 random points in 2 dimension
v = vrep(rand(10, 2))
using QHull
# Constructs a polyhedon from this V-representation with the QHull library
p = polyhedron(v, QHull.Library())
# Removing redundant points, i.e. points which are in the interior of the convex hull
removevredundancy!(p)
# Show remaining points, i.e. the non-redundant ones
@show vrep(p)
# Show the H-representation, the facets describing the polytope
@show hrep(p)