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Stability for an inertial two-neuron system with time delay
2008
In this paper, we considered a delayed differential equation modeling two-neuron system with both inertial terms and time delay. By analyzing the distribution of the eigenvalues of the corresponding transcendental characteristic equation of its linearized equation, local stability criteria are derived for various model parameters and time delay.
Keywords:
- Eigenvalues and eigenvectors
- Inertial frame of reference
- Differential equation
- Control theory
- Transcendental number
- Linear equation
- Exponential stability
- Mathematical optimization
- Delay differential equation
- Mathematics
- Characteristic equation
- Artificial neural network
- Mathematical analysis
- neuron system
- Bifurcation
- Correction
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