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Study of Regular and Irregular States in Generic Systems

Nonlinear Sciences – Chaotic Dynamics
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Study of scalar gradient fields by geometric measure theory

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Study of Spectral Statistics of Classically Integrable Systems

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Study of transport properties in rippled channels

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Study of wave chaos in a randomly-inhomogeneous oceanic acoustic waveguide: spectral analysis of the finite-range evolution operator

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Study on Applications of Supply and Demand Theory of Microeconomics and Physics Field Theory to Central Place Theory

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Studying Attractor Symmetries by Means of Cross Correlation Sums

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Studying the global dynamics of conservative dynamical systems using the SALI chaos detection method

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Subcritical modulational instability and transition to chaos from periodicity

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Sublattice synchronization of chaotic networks with delayed couplings

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Subwavelength position sensing using nonlinear feedback and wave chaos

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Successive Continuation for Locating Connecting Orbits

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Sufficient Conditions for Fast Switching Synchronization in Time Varying Network Topologies

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Super-sharp resonances in chaotic wave scattering

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Superconvergence of period doubling cascade in trapezoid maps

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Superdiffusion in the Dissipative Standard Map

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Superiority of semiclassical over quantum mechanical calculations for a three-dimensional system

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Superlattice Patterns in Surface Waves

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Supernarrow Spectral Peaks and High Frequency Stochastic Resonance in Systems with Coexisting Periodic Attractors

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Superscars

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