Communication and interaction of individuals in the real world cannot be represented by one-layer networks, and in our paper we use multiplex networks capturing the complexity of their interactions. We define players' utilities taking into account a multilayer structure of the network by specifying different ways of accounting players' costs. Using two approaches, we obtain stability conditions for special multilplex structures including all-layer complete, all-layer star with unique or different centers, and all-layer unique networks. © 2024 The Author(s). Published by Oxford University Press. All rights reserved.
Original languageEnglish
JournalJournal of Complex Networks
Volume12
Issue number5
DOIs
StatePublished - 10 Sep 2024

    Research areas

  • 2000 Math Subject Classification, 91A43, 91D30, all-layer complete network, all-layer stability, all-layer star network, game theory, multiplex networks, pairwise stability, Game theory, Multilayers, Stability, 2000 math subject classification, 91a43, 91d30, All-layer complete network, All-layer stability, All-layer star network, Complete networks, Layer stability, Multiplex networks, Pairwise stability, STAR network, Subject classification, Stars

ID: 126739441