Improved approximation algorithms for Directed Steiner Forest

  title={Improved approximation algorithms for Directed Steiner Forest},
  author={Moran Feldman and Guy Kortsarz and Zeev Nutov},
  journal={Electronic Colloquium on Computational Complexity (ECCC)},
We consider the k-Directed Steiner Forest (k-DSF) problem: Given a directed graph G = (V, E) with edge costs, a collection D ⊆ V × V of ordered node pairs, and an integer k ≤ |D|, find a minimum cost subgraph H of G that contains an st-path for (at least) k pairs (s, t) ∈ D. When k = |D|, we get the Directed Steiner Forest (DSF) problem. The best known approximation ratios for these problems are: Õ(k) for k-DSF by Charikar et al. [6], and O(k) for DSF by Chekuri et al. [7]. Our main result is… CONTINUE READING
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