Convergence properties of a class of boundary element approximations to linear diffusion problems with localized nonlinear reactions

Keyphrases

• Diffusion Problem 100%
• Convergence Property 100%
• Boundary Element Approximation 100%
• Linear Diffusion 100%
• Nonlinear Reaction 100%
• Piecewise Linear 75%
• Nonlinear Term 50%
• Numerical Diffusion 50%
• Asymptotic Bounds 50%
• Iterative Algorithm 25%
• Linear Boundary 25%
• Explicit Algorithm 25%
• Mesh Deformation 25%
• Meshing Strategy 25%
• Forward-in-time 25%
• Piecewise Quadratic 25%
• Defected Ground Structure 25%
• Asymptotic Methods 25%
• Theoretical Convergence 25%
• Element Formulation 25%
• Large Time Steps 25%
• Piecewise Linear Interpolation 25%
• Localized Reaction 25%
• Recursion Schemes 25%
• Spatial Mesh 25%
• Nonlinear Volterra Equation 25%
• Convergence Analysis 25%
• Boundary Element Model 25%
• Small Time Step 25%
• Desorption 25%
• Element Solutions 25%
• Linear Interaction 25%
• Spatial Meshing 25%
• Piecewise Polynomial Collocation Methods 25%
• Piecewise Polynomial 25%
• Nonlinear Effects 25%
• Boundary Integral Equation 25%
• Lax Equivalence Theorem 25%
• Boundary Integral Formulation 25%
• Piecewise Constant 25%
• Single Defect 25%

Mathematics

• Time Step 100%
• Convergence Property 100%
• Piecewise Linear 100%
• Meshing 75%
• Linear Term 50%
• Nonlinear Term 50%
• Equivalence Theorem 25%
• Linear Interpolation 25%
• Conditionally Convergent 25%
• Convergence Analysis 25%
• Relative Size 25%