CTW 16 14 th Cologne - Twente Workshop on Graphs and Combinatorial Optimization Università degli

نویسندگان

  • Alberto Ceselli
  • Roberto Cordone
  • Giovanni Righini
  • Ali Fuat Alkaya
  • Marika Ivanova
  • Bodo Manthey
  • Denis Trystram
  • Emanuelle Chaves
  • Guglielmo Lulli
  • Stefano Secci
  • Rosario Scatamacchia
  • Paolo Toth
  • Andrea Scozzari
  • Becky Callaghan
  • Said Salhi
  • Gábor Nagy
  • Leo Liberti
  • Zhiping Chen
  • Ulrich Pferschy
  • Silvano Martello
  • Marianna De Santis
  • Federico Malucelli
چکیده

The shared broadcast tree (SBT) problem in Euclidean graphs resembles the minimum spanning tree (MST) problem, but differs from MST in the definition of the objective function. The SBT problem is known to be NP-hard. In the current work, we analyse how closely the MST-solution approximates the SBT-solution, and we prove in particular that the approximation ratio is at least 6. Further, we conduct numerical experiments comparing the MST-solution and the optimum. The results show that the cost of the MST-solution is around 20% higher than the optimal cost.

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تاریخ انتشار 2016