Investigation of disorder effects in network models

PhD típus: 
Fizikai Tudományok Doktori Iskola
Év: 
2019/2020
Munkahely neve: 
MTA-EK-MFA
Munkahely címe: 
Budapest, Konkoly Thege M.u 29-33
Leírás: 

Network inhomogeneities can strongly affect the critical dynamics of spreading models if the graph dimension is finite, causing large fluctuations and nonuniversal power-laws in extended control parameter spaces. This provides an alternative or an extension of self-organized criticality, observed in nature very frequently. These Griffiths Effects (GE) are generated by rare-regions and can be observed even in finite scale-free graphs. Real networks are very often modular, that may enhance GE-s and may lead to true  Griffiths phases, where the fluctuations diverge. Participation in the research of GE-s in various network models with large scale simulations or by other methods would be the target of this topic. Besides spreading models we plan to study synchronisation transitions from this point of view with a special emphasis on brain and power-grid models.

 

Elvárások: 

Fluent in English, C programming practice, good knowledge in statistical physics

Állapot: 
Végleges
Témavezető
Név: 
Ódor Géza
Email cím: 
odor@mfa.kfki.hu
Intézet: 
MTA-EK-MFA
Beosztás: 
tudományos tanácsadó
Tudományos fokozat: 
MTA doktora
Konzulens
Név: 
Varga Imre
Email cím: 
varga@phy.bme.hu
Intézet: 
BME TTK Fizikai Intézet, Elméleti Fizika Tanszék
Beosztás: 
egyetemi docens
Tudományos fokozat: 
PhD, tud. kandidátusa