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UID:DSC-22590
DTSTART;TZID=Europe/Berlin:20260120T145000
SEQUENCE:1768891130
TRANSP:OPAQUE
DTEND;TZID=Europe/Berlin:20260120T162000
URL:https://dresden-science-calendar.org/calendar/en/detail/22590
LOCATION:TUD\,    
SUMMARY:Physics Colloquium / Prof. Shlomo Havlin: General Theory and Micros
 copic Origin of Abrupt Phase Transitions based on Network Theory
CLASS:PUBLIC
DESCRIPTION:Speaker: \nInstitute of Speaker: \nTopics:\nWillkommen\n Locati
 on:\n  Name: TUD ()\n  Street:   \n  City:  \n  Phone: \n  Fax: \nDescript
 ion: <p>Event announcement as pdf-Download (https://tu-dresden.de/mn/phys
 ik/ressourcen/dateien/physikalisches-kolloquium/2026-01-20-Phys_Kolloq-Hav
 lin-WiSe2025.pdf).</p> <p><strong>Abstract</strong>: Phase transitions (P
 Ts) are fundamental phenomena in statistical physics and condensed matter\
 , manifesting as abrupt or continuous changes in system properties. I will
  show that the theory of interdependent networks can identify the microsco
 pic mechanisms behind abrupt first-order nucleation and mixed-order phase 
 transitions. Interdependent networks appear in all aspects of nature and t
 echnology. Examples include the physiological systems in our body and infr
 astructures. A theoretical framework for percolation theory of interdepend
 ent networks will be presented. In interdependent networks\, such as infra
 structures\, when nodes in one network fail\, they cause dependent nodes i
 n other networks to also fail. This may happen recursively and can lead to
  a cascade of failures and to a sudden fragmentation of the system. This c
 ontrasts with a single network where the percolation transition due to fai
 lures is continuous. I will present analytical solutions based on the perc
 olation theory\, for the functional network and cascading failures\, for a
  network of n interdependent networks. Our analytical results show that th
 e percolation theory of a single network studied for over 90 years is just
  a limited case\, n=1\, of the general and significantly richer case of n&
 gt\;1. I will also show that interdependent networks embedded in space are
  extremely vulnerable and have significantly richer behavior compared to n
 on- embedded networks. I will finally show that the abstract interdependen
 t percolation theory and its novel behavior in networks of networks can be
  realized and proven in controlled experiments performed by Aviad Frydman 
 on interdependent superconducting networks as well in coupled laser system
 s in the lab of Patrick Sebbah.</p> <p><strong>Short bio</strong>: Prof. 
 Shlomo Havlin has made fundamental contributions to the physics of complex
  systems and statistical physics. These discoveries have impacted many oth
 er fields such as medicine\, biology\, geophysics\, and more. Havlin recei
 ved the Bakhuis Roosenboom Medal of the Royal Society of Netherlands (2023
 )\, the Israel prize in Physics (2018)\, Order of the Star of Italy\, Pres
 ident of Italy (2017)\, the Lilienfeld\, APS\, USA (2010)\, and many other
 s. Havlin has been a pioneer in the development of network science. His ma
 in interest in the last 15 years focus on interdependent networks\, cascad
 ing failures\, abrupt transitions\, networks of networks and their implica
 tions to real world problems including the experimentally discovery of int
 erdependent superconducting networks and laser systems.</p> <ul> </ul>
DTSTAMP:20260729T020941Z
CREATED:20260115T063649Z
LAST-MODIFIED:20260120T063850Z
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