Local stability analysis and H_∞ performance for Lipschitz digital filters with saturation nonlinearity and external interferences

Keyphrases

• Analysis Performance 100%
• External Interference 100%
• Digital Filter 100%
• H Performance 100%
• Saturation Nonlinearity 100%
• Local Stability 100%
• Lipschitz 100%
• Local Stability Analysis 100%
• Stability Analysis 66%
• Saturation Overflow 66%
• Global Methods 66%
• H. Performance Indices 66%
• Lyapunov Theory 33%
• Overflow 33%
• Stability Criteria 33%
• Performance Estimation 33%
• Recurrent Neural Network 33%
• Robust Performance 33%
• Matrix Inequality 33%
• Digital Filtering 33%
• Performance Objectives 33%
• Filtering Scheme 33%
• Local Asymptotic Stability 33%
• Digital Hardware 33%
• Less Conservative 33%
• Nonlinear Discrete-time 33%
• Word Length 33%
• Overflow Arithmetic 33%
• Overflow Nonlinearity 33%
• Lipschitz Condition 33%
• Lipschitz Nonlinearity 33%
• Local Saturation 33%
• Time Filtering 33%
• Perturbation Energy 33%
• Arithmetic Conditions 33%

Engineering

• Digital Filter 100%
• Stability Analysis 100%
• H-Performance 100%
• Saturation Nonlinearity 100%
• Energy Engineering 50%
• Global Method 50%
• Filtration 25%
• Discrete Time 25%
• Lipschitz Condition 25%
• Digital Filtering 25%
• Nonlinear Discrete 25%
• Fixed Points 25%
• Recurrent Neural Network 25%
• Nonlinearity 25%

Computer Science

• Stability Analysis 100%
• Digital Filter 100%
• Saturation Nonlinearity 100%
• Recurrent Neural Network 33%
• Digital Filtering 33%
• discrete-time 33%
• Asymptotic Stability 33%
• Fixed Points 33%
• Estimation Performance 33%
• lyapunov theory 33%
• Lipschitz Condition 33%
• Word Length 33%
• Arithmetic Overflow 33%
• Computer Hardware 33%