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Luo, Albert C.J.

Overview

Works:	65 works in 7 publications in 1 languages

Titles

Periodic flows to chaos in time-delay systems by: Luo, Albert C.J.; SpringerLink (Online service) (Electronic resources)

Mathematical modeling and applications in nonlinear dynamics by: Luo, Albert C.J.; Merdan, Huseyin.; SpringerLink (Online service) (Electronic resources)

Dynamical systems and methods by: Baleanu, Dumitru.; Luo, Albert C.J.; Machado, Jose Antonio Tenreiro.; SpringerLink (Online service) (Electronic resources)

Discretization and implicit mapping dynamics by: Luo, Albert C.J.; SpringerLink (Online service) (Electronic resources)

Discontinuous dynamical systems in time-varying domains by: Luo, Albert C.J.; SpringerLink (Online service) (Electronic resources)

Galloping instability to chaos of cables by: Luo, Albert C.J.; SpringerLink (Online service); Yu, Bo. (Electronic resources)

System dynamics with interaction discontinuity by: Luo, Albert C.J.; O'Connor, Dennis M.; SpringerLink (Online service) (Electronic resources)

Memorized discrete systems and time-delay by: Luo, Albert C.J.; SpringerLink (Online service) (Electronic resources)

Dynamical systemsdiscontinuity, stochasticity and time-delay / by: Luo, Albert C.J.; SpringerLink (Online service) (Electronic resources)

Subjects

Control, Robotics, Mechatronics. System analysis. Nonlinear Dynamics. Nonlinear mechanics Complex Systems. Econometrics. Engineering Design. Differential equations. Chaotic behavior in systems. Mechanical Engineering. Complexity. Nonlinear oscillations. Vibration, Dynamical Systems, Control. Nonlinear systems. Automotive Engineering. Systems Biology. Dynamical Systems and Ergodic Theory. Computational Science and Engineering. Discrete-time systems. Dynamics. Systems Theory, Control. Differentiable dynamical systems. Classical Continuum Physics. Physics. Theoretical and Applied Mechanics. Engineering. Mathematical Modeling and Industrial Mathematics. Complex Networks. Time delay systems. Structural dynamics. Difference and Functional Equations. Mathematical Models of Cognitive Processes and Neural Networks. Applications of Nonlinear Dynamics and Chaos Theory.