1. Rus ,Daniela 美国 Massachusetts Institute of Technology 2015美国工程院院士 Decentralized Control for 3D M-Blocks for Path Following, Line Formation, and Light Gradient Aggrega..
2. Henry D. I,Abarbanel 美国 University of California San Diego Constraining chaos: Enforcing dynamical invariants in the training of reservoir computers
3. Awrejcewicz, Jan 波兰 Lodz University technology Dynamics of the Rotating Arm of an Electromechanical System Subjected to the Action of Circularly Pl..
4. Litak, Grzegorz 波兰 Lublin University technology Multiple solutions and transient chaos in a nonlinear flexible coupling model
5. 褚玉明 中国 湖州师范学院 tracking control and stabilization of a fractional financial risk system using novel active finite-t..
6. Gomez-Aguilar, Jose Francisco 墨西哥 Center Nacl Investigation & Desarrollo Tecnol tracking control and stabilization of a fractional financial risk system using novel active finite-t..
7. Viet-Thanh Pham 越南 Ton Duc Thang University Finite-time stabilization of a perturbed chaotic finance model
8. Dumitru,Baleanu 土耳其 Cankaya University Finite-time stabilization of a perturbed chaotic finance model
9. Andries Petrus,Engelbrecht 南非 University of Pretoria Time series forecasting with feedforward neural networks trained using particle swarm optimizers for..
10. Oscar,Castillo 墨西哥 Tijuana Institute technology A novel parameter estimation in dynamic model via fuzzy swarm intelligence and chaos theory for faul..
11. Litak, Grzegorz 波兰 Lublin University technology Evolution of the geometric structure of strange attractors of a quasi-zero stiffness vibration isola..
12. Sajad,Jafari 伊朗 Amirkabir University technology The simple chaotic model of passive dynamic walking
13. K. W,Wang 美国 University of Michigan Predicting non-stationary and stochastic activation of saddle-node bifurcation in non-smooth dynamic..
14. Sundarapandian,Vaidyanathan 印度 Vel Technical University A novel double-convection chaotic attractor, its adaptive control and circuit simulation
15. Sundarapandian,Vaidyanathan 印度 Vel Technical University A new two-scroll chaotic attractor with three quadratic nonlinearities, its adaptive control and cir..
16. Nikolay V,Kuznetsov 俄罗斯 Saint Petersburg State University Coexistence of single- and multi-scroll chaotic orbits in a single-link flexible joint robot manipul..
17. Raymond H,Plaut 美国 Virginia Tech Mathematical model of inchworm locomotion
18. Sundarapandian,Vaidyanathan 印度 Vel Technical University Adaptive Control of a Two-Scroll Novel Chaotic System with a Quartic Nonlinearity