The Chen–Lee attractor is an important example of a chaotic system proposed by Chinese scholars Guoliang Chen and Tianyan Li in the 1990s. Its mathematical expression is a set of nonlinear differential equations that describe a complex geometric structure in three-dimensional space.
Conditions: Proposed by Guoliang Chen and Tianyan Li in the 1990s.; Described by a set of nonlinear differential equations.
The Chen–Lee attractor is an important example of a chaotic system proposed by Chinese scholars Guoliang Chen and Tianyan Li in the 1990s. Its mathematical expression is a set of nonlinear differential equations that describe a complex geometric structure in three-dimensional space.
Conditions: Proposed by Guoliang Chen and Tianyan Li in the 1990s.; Described by a set of nonlinear differential equations.
The Chen–Lee attractor is a chaotic system defined by a set of three coupled nonlinear ordinary differential equations. The specific parameter values used to generate its three-dimensional structure are a=5, b=−10, and c=−0.38.
Conditions: The system is defined by three coupled nonlinear ordinary differential equations.; The parameters are set to a=5, b=−10, and c=−0.38.
The Chen–Lee attractor is a chaotic system defined by a set of three coupled nonlinear ordinary differential equations. The specific parameter values used to generate its three-dimensional structure are a=5, b=−10, and c=−0.38.
Conditions: The system is defined by three coupled nonlinear ordinary differential equations.; The parameters are set to a=5, b=−10, and c=−0.38.