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Projects / Programmes source: ARIS

Phase transitions towards coordination in multilayer networks

Research activity

Code Science Field Subfield
1.02.02  Natural sciences and mathematics  Physics  Theoretical physics 

Code Science Field
1.03  Natural Sciences  Physical sciences 
Keywords
networks, phase transition, complex system, coordination, pattern formation, collective behavior
Evaluation (rules)
source: COBISS
Researchers (13)
no. Code Name and surname Research area Role Period No. of publicationsNo. of publications
1.  31806  PhD Brigita Ferčec  Mathematics  Researcher  2020 - 2023  99 
2.  23005  PhD Ajda Fošner  Mathematics  Researcher  2020 - 2023  380 
3.  28405  PhD Marko Gosak  Physics  Researcher  2020 - 2023  287 
4.  37473  PhD Uroš Jagodič  Physics  Researcher  2020 - 2023  26 
5.  13134  PhD Franc Janžekovič  Biology  Researcher  2020 - 2023  530 
6.  52590  Nina Jug  Social sciences  Researcher  2021 - 2023 
7.  37865  PhD Eva Klemenčič  Physics  Researcher  2020 - 2023  113 
8.  08612  PhD Samo Kralj  Physics  Researcher  2020 - 2023  910 
9.  23428  PhD Matjaž Perc  Physics  Head  2020 - 2023  672 
10.  11922  PhD Mitja Slavinec  Physics  Researcher  2020 - 2023  1,189 
11.  33630  PhD Attila Szolnoki  Physics  Researcher  2020 - 2023  159 
12.  24674  PhD Nina Šajna  Biology  Researcher  2020 - 2023  260 
13.  26467  PhD Uroš Tkalec  Physics  Researcher  2020 - 2023  213 
Organisations (4)
no. Code Research organisation City Registration number No. of publicationsNo. of publications
1.  2547  University of Maribor, Faculty of natural sciences and mathematics  Maribor  5089638051  18,021 
2.  0106  Jožef Stefan Institute  Ljubljana  5051606000  90,682 
3.  2946  Scientific Union of Pomurje region  Murska Sobota  1394096000  1,189 
4.  7097  University of Primorska, Faculty of management  Koper  1810014002  10,058 
Abstract
Coordination is the organization of different elements of a complex system so as to enable them to collective work together in an effective manner. As such, coordination encompasses a broad variety of different processes, including cooperation, synchronization, and pattern formation. Cooperation is the most important challenge to Darwin's theory of evolution, and it is fundamental for the understanding of the main evolutionary transitions that led from single-cell organisms to complex animal and human societies. If only the fittest survive, why should an organism carry out an altruistic act that is costly to perform, but benefits another? Synchronization and pattern formation, on the other hand, are one of the most distinctive and universal phenomena across nonlinear sciences as well as in liquid crystals. Methods of nonequilibrium statistical physics, in particular the collective behaviour of interacting particles near phase transitions, have recently emerged as invaluable for understanding coordinating outcomes of complex systems in multilayer networks. Importantly, multi-point interactions that are involved in such processes give rise to critical behaviour that in complexity surpasses everything known from pairwise interactions that typically govern solid-state physics systems. The incompleteness of the existing theory is amplified further by the interactions among different networks, which give rise to multi-level dependencies that may induce cascading failures and accelerate sudden transitions towards system-wide catastrophes. Our aim is to utilize and extend the concept of phase transitions and universality, so that it will become apt for describing and explaining the emergence of coordination in multilayer networks. We will strive to develop widely applicable theoretical foundations that will open up new horizons towards understanding, predicting, and controlling a rich variety of fascinating phenomena that rely on coordination efforts. From large-scale cooperation in human societies to patterns in liquid-crystal films to science appreciation, the promise of having a firm theoretical grip on the phase transitions that lead to coordination in multilayer networks will have broad stimulating effects on research in theoretical and statistical physics.
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