Research Lines. Complex systems. Nonlinear and Statistical PhysicsResearch Lines
Complex systems, a central paradigm at IFISC, are characterized by emergent and collective phenomena of many interacting units. Fundamental understanding of these systems comes from Statistical Physics together with the Theory of Dynamical Systems, which includes the study of chaos and the effect of fluctuations and random events on systems evolution. Generic phenomena under consideration include synchronization, phase transitions, nonequilibrium instabilities, spatiotemporal pattern formation, or dynamics and evolution of complex networks.
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A circulary polarized component of the solution of the Vector Complex Ginzburg-Landau equation, showing defects, fronts, and localized structures
Charge densities in nanostructures
Light waves in photonic devices
Phytoplankton stirred by the chaotic flow of meandering jet
Fractal shapes in broccoli
Consensus and tension during negotiation
A social network
Patterns arising from noise and convective instability in an optical device
A devil staircase arising in 3-frequency dynamics
Lyapunov exponents in the Mediterranean Sea
Current rectification in turbulence over submarine mountains
A brain functional network