A boundary integral equation method for numerical solution of parabolic and hyperbolic Cauchy problems

Keyphrases

• Boundary Integral Equation 50%
• Boundary Integral Equation Method 100%
• Boundary Integral Method 50%
• Cauchy Problem 50%
• Cauchy Problem for the Laplace Equation 50%
• Computational Effort 50%
• Domain Discretization 50%
• Elliptic Equations 50%
• Elliptic Systems 100%
• Full Discretization 50%
• Fundamental Sequence 50%
• Heat Equation 100%
• Hyperbolic Cauchy Problem 100%
• Ill-posed Cauchy Problem 50%
• Laguerre Transform 50%
• Layer Density 50%
• Linear Systems 50%
• Numerical Results 50%
• Numerical Solution 100%
• Nystrm Method 50%
• Parabolic Cauchy Problem 100%
• Practical Usefulness 50%
• Semi-discretization 50%
• Single-layer Potential 50%
• Stationary System 50%
• Tikhonov Regularization 50%
• Volume Potential 50%
• Wave Equation 100%

Mathematics

• Computational Effort 33%
• Discretization 100%
• Elliptic Equation 33%
• Fundamental Sequence 33%
• Heat Equation 66%
• Integral Equation 100%
• Laplace Equation 33%
• Linear System 33%
• Numerical Solution 100%
• Parabolic 100%
• Regularization 33%
• Single Layer Potential 33%
• Wave Equation 66%

Engineering

• Cauchy Problem 100%
• Computational Effort 25%
• Discretization 75%
• Integral Approach 50%
• Laplace Equation 25%
• Numerical Solution 100%
• Regularization 25%