'Global distortion' diaporamas de présentation

Local and Global Embeddings of Metric Spaces

Local and Global Embeddings of Metric Spaces. Microsoft Research. joint work with. Yury Makarychev. Moses Charikar Princeton University. Moses Charikar Princeton University. Konstantin Makarychev IBM T.J. Watson Research Center. Embeddings into normed spaces.

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CS Distortion

373 views • 28 slides

Tighter local versus global properties of metric spaces

Tighter local versus global properties of metric spaces. Moses Charikar. Joint work with. Konstantin Makarychev. Yury Makarychev. Princeton University. Local versus Global. Local properties: properties of subsets Global properties: properties of entire set

410 views • 26 slides

Gamma Tracking clustering : deterministic annealing filter (DAF) Last results

223 views • 9 slides