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Note on a Vertex Stability Radius in the Shortest Path Problem

  • Egor Grishin,
  • Elena Musatova,
  • Alexander Lazarev

摘要

The article investigates stability analysis in the shortest path problem. We consider a directed graph in which all optimal paths from a source to a sink pass through a certain vertex. For such vertices, we introduce a definition of a vertex stability radius and research its features. A comparison with other results devoted to stability analysis is provided. Several explanatory and practical examples are presented.