Stable Explicit p-Laplacian Flows Based on Nonlinear Eigenvalue Analysis

Keyphrases

• Flow-based 100%
• Nonlinear Eigenvalue Problem 100%
• P-Laplacian 100%
• Eigenvalue Analysis 100%
• Small Time Step 50%
• Explicit Scheme 50%
• CFL Condition 50%
• Numerical Implementation 25%
• Analytic Solution 25%
• Well-behaved 25%
• Low Computational Complexity 25%
• Nonlinear Eigenfunctions 25%
• Discrete Scheme 25%
• Stable Flow 25%
• Nonlinear Generalized Rayleigh Quotient 25%
• Explicit Flows 25%
• Gradient Regularization 25%
• Dynamic Time 25%
• Nonlinear Flow 25%

Mathematics

• Laplace Operator 100%
• Time Step 100%
• Nonlinear Eigenvalue 100%
• Explicit Scheme 33%
• Initial Condition 16%
• Regularization 16%
• Computational Cost 16%
• Laplacian Operator 16%
• Discrete Scheme 16%
• Rayleigh Quotient 16%
• Eigenvector 16%

Engineering

• Laplace Operator 100%
• Eigenvalue Analysis 100%
• Explicit Scheme 50%
• Eigenvector 25%
• Initial Condition 25%
• Eigenvalue 25%
• Regularization 25%
• Computational Cost 25%
• Numerical Implementation 25%
• Rayleigh Quotient 25%