Latest Research in Chaos control and synchronization

58 research papers · 0.0 average citations · 2026 median publication year

Top Research Topics in Chaos control and synchronization

Highest-Cited Papers

  1. Dynamics in a Low-Rank Separable Field Cellular Automaton
  2. Reducing Data Movement in the Galerkin Product of Block Algebraic Multigrid on GPUs
  3. Decoupled Solution for Composite Sparse-plus-Smooth Inverse Problems
  4. Exact Low-Dimensional Reduction Theory for Populations of Stuart--Landau Oscillators
  5. Inverse obstacle scattering regularized by the tangent-point energy
  6. Quantitative Sobolev Approximation Bounds for Neural Operators with Empirical Validation on Burgers Equation
  7. Using Compensated Summation Algorithms to Improve the Accuracy of a Parallel BVP Solver
  8. Barron Space Representations for Elliptic PDEs with Homogeneous Boundary Conditions
  9. Bifurcation Analysis and Symmetry Properties in a 3-D Chaotic Financial Firm System Driven by Cyclic Reinvestment Perturbations
  10. RAPNet: Accelerating Algebraic Multigrid with Learned Sparse Corrections
  11. iSMART: An Iterative Sampling-and-Regression Technique for Solving Martingale-Based PDEs
  12. Numerical Spectrum Linking: Identification of Governing PDE via Koopman-Chebyshev Approximation with Resampling
  13. Synchrony by Birth and Death
  14. Connectivity Maintenance Cost: A Thermodynamic Threshold Model for the Failure Sequence of Sustained Biological Networks, with Application to Neurodegeneration
  15. Neural Networks Provably Learn Spectral Representations for Group Composition
  16. Reconstructing the system coefficients for coupled harmonic oscillators
  17. A locally-conservative proximal Galerkin method for pointwise bound constraints (1 citations)
  18. Elliptic Regularity Theory in Barron Spaces and Applications to the Deep Ritz Method
  19. Score-Based Stabilization for Time-Dependent Problems
  20. Data-Driven Diffusion Processes on Differential Forms via the Projected Ambient Connection Laplacian
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2026 AUG Q1

Chaos control and synchronization

58 papers

Top Topics (10)

Numerical Analysis17
Machine Learning7
Chaos control and synchronization4
Optimization and Control3
Adaptation and Self-Organizing Systems2
Numerical methods in inverse problems2
Systems and Control2
Dynamical Systems2
Chaotic Dynamics2
Methodology2

Top Publications (20)

1.Dynamics in a Low-Rank Separable Field Cellular Automaton2.Reducing Data Movement in the Galerkin Product of Block Algebraic Multigrid on GPUs3.Decoupled Solution for Composite Sparse-plus-Smooth Inverse Problems4.Exact Low-Dimensional Reduction Theory for Populations of Stuart--Landau Oscillators5.Inverse obstacle scattering regularized by the tangent-point energy6.Quantitative Sobolev Approximation Bounds for Neural Operators with Empirical Validation on Burgers Equation7.Using Compensated Summation Algorithms to Improve the Accuracy of a Parallel <scp>BVP</scp> Solver8.Barron Space Representations for Elliptic PDEs with Homogeneous Boundary Conditions9.Bifurcation Analysis and Symmetry Properties in a 3-D Chaotic Financial Firm System Driven by Cyclic Reinvestment Perturbations10.RAPNet: Accelerating Algebraic Multigrid with Learned Sparse Corrections11.iSMART: An Iterative Sampling-and-Regression Technique for Solving Martingale-Based PDEs12.Numerical Spectrum Linking: Identification of Governing PDE via Koopman-Chebyshev Approximation with Resampling13.Synchrony by Birth and Death14.Connectivity Maintenance Cost: A Thermodynamic Threshold Model for the Failure Sequence of Sustained Biological Networks, with Application to Neurodegeneration15.Neural Networks Provably Learn Spectral Representations for Group Composition16.Reconstructing the system coefficients for coupled harmonic oscillators17.A locally-conservative proximal Galerkin method for pointwise bound constraints1c18.Elliptic Regularity Theory in Barron Spaces and Applications to the Deep Ritz Method19.Score-Based Stabilization for Time-Dependent Problems20.Data-Driven Diffusion Processes on Differential Forms via the Projected Ambient Connection Laplacian
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