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A: Theoretical methods
- A1: Controlling complex networks: interplay of structure, noise, and delay [1]
- A2: Analysis and computation of stability exponents for delay differential-algebraic equations [2]
- A3: Activity patterns in delay-coupled systems [3]
- A4: Spatio-temporal patterns: observation, control, and design [4]
- A5: Pattern formation in systems with multiple scales [5]
- A7: Feedback control of coherent and collective of quantum processes [6]
- A8: Nonlinear evolution equations: analysis, discretization, and feedback control [7]
- A9: Reaction-diffusion systems: hysteresis and nonlocal interactions [8]
B: Concepts of application
- B1: Feedback control of photonic quantum networks [9]
- B2: Feedback control of dynamical structures and transport in driven colloidal systems [10]
- B4: Control of flow patterns in complex fluids on the micron scale [11]
- B5: Control of multiscale reaction-diffusion patterns and applications to biomembranes and cardiac dynamics [12]
- B6: Control of travelling and rotating waves in spatially extended nonlinear systems [13]
- B8: Dynamics and control of neuronal brain networks [14]
- B9: Collective phenomena in laser networks with nonidentical units [15]
- B10: Control of networks with time-varying topologies and applications to epidemiology [16]
- B11: Dynamics of nonlinear networks and active media in the presence of noise: synchronization, control and diagnostics [17]
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