Boundary integral equations with the generalized Neumann kernel for Laplace's equation in multiply connected regions.
Mohamed M. S. NasserAli H. M. MuridM. IsmailE. M. A. AlejailyPublished in: Appl. Math. Comput. (2011)
Keyphrases
- connected regions
- hamilton jacobi
- numerical solution
- boundary conditions
- poisson equation
- fischer burmeister
- nonlinear equations
- finite element
- boundary value problem
- finite difference
- differential equations
- mathematical model
- medial axis
- numerical methods
- navier stokes
- support vector
- object boundaries
- gauss newton
- nonlinear complementarity problem
- partial differential equations
- kernel methods
- euler lagrange
- numerical integration
- variational inequalities
- difference equations
- level set method
- kernel function
- feature space
- linear equations
- reproducing kernel hilbert space
- floating point
- spatially varying