# Hit-and-run Mixes Fast

• Ll Aszll O Lovv Asz

#### Abstract

It is shown that the \hit-and-run" algorithm for sampling from a convex body K mixes in time O (n 2 R 2 =r 2), where R and r are the radii of the inscribed and circumscribed balls of K. Thus after appropriate preprocessing, hit-and-run produces an approximately uniformly distributed sample point in time O (n 3), which matches the best known bound for other… (More)

### Cite this paper

@inproceedings{AszHitandrunMF, title={Hit-and-run Mixes Fast}, author={Ll Aszll O Lovv Asz} }