Stabilization of Nonlinear Discrete-Time Systems to Target Measures Using Stochastic Feedback Laws

Keyphrases

• State Space 100%
• Feedback Law 100%
• Invariant Measure 100%
• Stochastic Feedback 100%
• Nonlinear Discrete-time Systems 100%
• Single Point 50%
• Numerical Simulation 50%
• Two Dimensional 50%
• Classical Control 50%
• Optimization Approach 50%
• Convergence Rate 50%
• Transition Probability 50%
• Markov Chain 50%
• Convex Optimization Problem 50%
• Discrete-time 50%
• Control Problem 50%
• Well-posed 50%
• Nonlinear Control Systems 50%
• Stationary Distribution 50%
• Time-invariant 50%
• Lebesgue Measure 50%
• Feedback Control Law 50%
• Infinite-dimensional Optimization 50%
• Stabilization Problem 50%
• Dirac Measure 50%
• Discrete-time Systems 50%
• Nonlinear Discrete-time 50%
• Absolutely Continuous 50%
• Well-posedness Results 50%
• Discrete Control Systems 50%

Mathematics

• Control System 100%
• Stochastics 100%
• Discrete Time 100%
• Invariant Measure 100%
• Discrete Time System 100%
• Time Step 50%
• Control Problems 50%
• Nonlinear Control 50%
• Posedness 50%
• Lebesgue Measure 50%
• Transition Probability 50%
• Dirac Measure 50%
• Markov Chain 50%
• Feedback Control 50%