Approximating Geometrical Graphs via "Spanners" and "Banyans"

  title={Approximating Geometrical Graphs via "Spanners" and "Banyans"},
  author={Satish Rao and Warren D. Smith},
probability l/2 in a Monte Carlo sense2 in time The main result of t,his paper is an improvement of Arora’s method to find (l+e) approximations for geometric NP-hard problems including the Euclidean Traveling Salesman Problem and t.he Euclidean Steiner Minimum Tree problems. For f&d dimension d and E, our algorithms run in O(NlogN) time. (s\/;i) O(d(+.&)d-‘) N + O(dN log N) 
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