Towards a class of complex networks models for conflict dynamics
  Using properties of isospectral flows we introduce a class of equations useful to represent signed complex networks free continuous time evolution Jammed and balanced states are obtained introducing a class of link potentials breaking isospectral invariance of the network. Applications to conflict dynamics in social and international relations networks are discussed. 
Vinicio Pelino, Filippo Maimone
physics.soc-ph cond-mat.stat-mech cs.SI math-ph math.MP