Dimension Reduction for the Hyperbolic Space
A dimension reduction for the hyperbolic space is established. When points are far apart an embedding with bounded distortion into the hyperbolic plane is achieved.
math.MG↗
arXiv subjects
Publications and source records attributed to Yury Makarychev.
A dimension reduction for the hyperbolic space is established. When points are far apart an embedding with bounded distortion into the hyperbolic plane is achieved.
In this paper we investigate the notion of conditional independence and prove several information inequalities for conditionally independent random variables.