Titlebook: Deterministic Nonlinear Systems; A Short Course Vadim S. Anishchenko,Tatyana E. Vadivasova,Galina Textbook 2014 Springer International Pub

口音在加重

Cesar Petri,Ralph Scorza,Chris Dardickn the system at the initial time ... Depending on the complexity of the system, this law can be deterministic or probabilistic, and it can describe either the temporal or the spatio-temporal evolution of the system.

混沌

AVANT

Genomics of Viral–Soybean Interactions by more complicated ones. Under certain conditions, nonlinearity can lead to the onset of dynamical chaos. Moving along a relevant direction in the parameter space, a sequence of bifurcations can be observed, resulting in the appearance of a chaotic attractor. Such typical bifurcation sequences are called ., or ..

季雨

使残废

Stability of Dynamical Systems: Linear Approach,inherent in any system. The common feature is that, when we talk about stability, we understand the way the dynamical system reacts to a small perturbation of its state. If arbitrarily small changes in the system state begin to grow in time, the system is unstable. Otherwise, small perturbations dec

ascetic

,Systems with Phase Space Dimension , ≥ 3: Deterministic Chaos,ons can be observed. New types of attractors can emerge, namely, two-dimensional and multi-dimensional tori corresponding to quasiperiodic regimes, and strange chaotic attractors, which are the signature of dynamical chaos. Special types of DS behavior and special ‘exotic’ attractors can be observed

柳树；枯黄

凝结剂

植物学

Choreography