Least-squares dynamic approximation method for evolution of uncertainty in initial conditions of dynamical systems

Mathematics

• Approximates 50%
• Approximation Method 100%
• Drag Force 50%
• Dynamical System 100%
• Elementary Function 50%
• Evolution Equation 50%
• Good Agreement 50%
• Initial Condition 100%
• Initial Value 50%
• Least Square 100%
• Least Squares Approximation 50%
• Liouville Equation 100%
• Nonnegativity 50%
• Parabolic 50%
• Probability Density Function 100%
• probability density ρ 50%
• Probability Theory 50%
• Riccati Equation 50%
• Transport Equation 100%

Keyphrases

• Approximation Methods 100%
• Characteristics Method 33%
• Deterministic System 33%
• Drag Force 33%
• Dynamic Approximation 100%
• Dynamical Systems 100%
• Elementary Functions 33%
• Evolution Equations 33%
• Global Approximation 33%
• Least Squares 100%
• Least Squares Approximation 33%
• Least Squares Technique 33%
• Liouville Equation 66%
• Non-negativity 33%
• Normalization Condition 33%
• Number of Dimensions 33%
• Number of Parameters 33%
• Probability Density Function 100%
• Realizability Conditions 33%
• Riccati Equation 33%
• Space-based 33%
• State Space 33%
• Stokes Drag 33%
• Transport Equation 66%
• Uncertainty Evolution 33%

Engineering

• Drag Force 33%
• Elementary Function 33%
• Good Agreement 33%
• Initial Condition 100%
• Initial Value 33%
• Least Square 100%
• Liouville 66%
• Method of Characteristics 33%
• Nonnegativity 33%
• Probability Density 33%
• Probability Density Function 66%
• Riccati Equation 33%
• Square Approximation 33%