Publications by authors named "Baruch Ksherim"
Article Synopsis
- Chaotic dynamics are marked by strange attractors with complex structures, while chaotic synchronization is a unique self-organization phenomenon observed in nature, traditionally studied through macroscopic parameters like Lyapunov exponents.
- Recent research introduced topological synchronization, a microscopic perspective that shows chaotic synchronization starts in low-density areas of the attractor, leading to a gradual alignment of multifractal structures of coupled oscillators.
- The findings indicate that synchronization begins in sparse attractor regions, creating a 'zipper effect' in the multifractal structure, ultimately offering a detailed view of the synchronization process, even under high parameter mismatches.
Percolation in interdependent and interconnected networks: abrupt change from second- to first-order transitions.
Phys Rev E Stat Nonlin Soft Matter Phys
December 2011
Robustness of two coupled networks systems has been studied separately only for dependency coupling [Buldyrev et al., Nature (London) 464, 1025 (2010)] and only for connectivity coupling [Leicht and D'Souza, e-print arXiv:0907.0894].
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