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After #40 is resolved, calling chull on 1000 points on the unit sphere takes less than 0.02s, but doing the same using
p =polyhedron(v, QHull.Library())
# Removing redundant points, i.e. points which are in the interior of the convex hullremovevredundancy!(p)
# Show remaining points, i.e. the non-redundant ones@showvrep(p)
# Show the H-representation, the facets describing the polytope@showhrep(p)
takes more than 5s due to this line taking time quadratic in the number of half-spaces just to remove duplicate half-spaces:
After #40 is resolved, calling
chull
on 1000 points on the unit sphere takes less than 0.02s, but doing the same usingtakes more than 5s due to this line taking time quadratic in the number of half-spaces just to remove duplicate half-spaces:
QHull.jl/src/polyhedron.jl
Line 94 in 391da0c
Is there a version of
removeduplicates
that runs in near-linear time?The text was updated successfully, but these errors were encountered: