20.500.12556/DiRROS-24571 Eccentricity centrality of the comb product between well-knowngraphs and interval graphs applications in warehouse network optimisation In network analysis, measuring centrality is essential for determining the relative importance of each vertex with in a network. Avertex with higher centrality signifies greater importance compared to others. To facilitate theoretical studies, networks are commonly modelled using graphs. Deoxyribonucleic Acid (DNA) molecules, some scheduling problems, and food webs have a common linear structure that can be modelled as interval graphs. We explore this matterwithin the framework of calculating vertex eccentricities to ascertain the comparative importance of nodes within thenetwork structure. Eccentricity centrality plays an important role in identifying significant vertices in social networks,facility location networks, etc. In this paper, we compute the eccentricity centrality of the comb product between awell-known graph and an interval graph, and we design twoO(n)time algorithms—one for finding the eccentricity ofall vertices of the interval graph and another for making a Breadth-First Search (BFS) tree of interval graph. We also compute the eccentricity centrality of the comb product between two interval graphs using these algorithms. We also analyse the time complexity of the proposed algorithms. Finally, we present a real application involving in finding acentral warehouse in a warehouse network of an online product-selling company based on our study results. eccentricity centrality comb product of two graphs interval graphs centralnost ekscentričnosti glavnikasti produkt dveh grafov intervalni grafi true false true Universal Wiser Publisher Pte. Ltd. Angleški jezik Slovenski jezik Copyright (c) 2025 Shaoli Nandi, Sukumar Mondal, Sovan Samanta, Sambhu Charan Barman, Leo Mrsic, Antonios Kalampakas, Tofigh Allahviranloo Neznano 2025-12-07 03:38:36 2025-12-30 09:23:44 2025-12-31 03:41:03 0000-00-00 00:00:00 2025 0 0 Nasl. z nasl. zaslona; Opis vira z dne 6. 12. 2025; Soavtorji: Sukumar Mondal, Sovan Samanta, Sambhu Charan Barman, Leo Mrsic, Antonios Kalampakas, Tofigh Allahviranloo; str. 8557-8580 iss. 6 Vol. 6 2025 0000-00-00 Zaloznikova Objavljeno NiDoloceno 0000-00-00 0000-00-00 2025-11-26 51 2705-1056 10.37256/cm.6620258578 260287235 https://ojs.wiserpub.com/index.php/CM/article/view/8578/3738 1 d64f42e7-d315-11f0-94a7-001a4af901a5 https://dirros.openscience.si/Dokument.php?lang=slv&id=36653 RAZ_Nandi_Shaoli_2025.pdf RAZ_Nandi_Shaoli_2025.pdf 1 87D2995D654EC19292CAA4F52510616F 333a92d4b3a4384f917a84084762c767b058fb82af3c34b9432d57bcead9fb9f 81420c55-e558-11f0-94a7-001a4af901a5 https://dirros.openscience.si/Dokument.php?lang=slv&id=37347 Rudolfovo – Znanstveno in tehnološko središče Novo mesto 0 0 0