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<record>
  <title>Minimum-cost Subgraph Satisfying the Connectivity Requirement</title>
  <journal>Progress in Signals and Telecommunication Engineering</journal>
  <author>David Adjiashvili</author>
  <volume>13</volume>
  <issue>1</issue>
  <year>2024</year>
  <doi>https://doi.org/10.6025/pste/2024/13/1/1-17</doi>
  <url>https://www.dline.info/pste/fulltext/v13n1/pstev13n1_1.pdf</url>
  <abstract>In this work, we work on robust models, i.e. ones that incorporate uncertainty in the feasible set. The aim is to find a minimum-cost subgraph satisfying the connectivity requirement. Most existing models of robust network design assume uniform scenario sets. Our algorithm combines combinatorial and LP-based techniques. We are convinced our methods are suitable for solving other robust problems in planar graphs.</abstract>
</record>
