Pages that link to "Item:Q2520381"

The following pages link to An equilibrated method of fundamental solutions to choose the best source points for the Laplace equation (Q2520381):

Displaying 50 items.

• Solving a singular beam equation by using a weak-form integral equation method (Q338954) (← links)
• On the choice of source points in the method of fundamental solutions (Q441488) (← links)
• An ACA accelerated MFS for potential problems (Q463432) (← links)
• Optimal algorithms in a Krylov subspace for solving linear inverse problems by MFS (Q463521) (← links)
• Numerical solutions of elliptic partial differential equations using Chebyshev polynomials (Q521253) (← links)
• A fast multiple-scale polynomial solution for the inverse Cauchy problem of elasticity in an arbitrary plane domain (Q521280) (← links)
• Singular boundary method for heat conduction problems with certain spatially varying conductivity (Q524788) (← links)
• A multiple-direction Trefftz method for solving the multi-dimensional wave equation in an arbitrary spatial domain (Q726905) (← links)
• A multiple-scale Pascal polynomial for 2D Stokes and inverse Cauchy-Stokes problems (Q729513) (← links)
• Two-dimensional elastodynamic and free vibration analysis by the method of fundamental solutions (Q785107) (← links)
• An energetic boundary functional method for solving the inverse source problems of 2D nonlinear elliptic equations (Q785192) (← links)
• A new scheme for the solution of reaction diffusion and wave propagation problems (Q1634165) (← links)
• A frequency domain formulation of the singular boundary method for dynamic analysis of thin elastic plate (Q1634624) (← links)
• An algorithm with \(m\)-step residual history for solving linear equations: data interpolation by a multi-shape-factors RBF (Q1654596) (← links)
• Simulation of elastic wave propagation in layered materials by the method of fundamental solutions (Q1654723) (← links)
• A simple accurate formula evaluating origin intensity factor in singular boundary method for two-dimensional potential problems with Dirichlet boundary (Q1654749) (← links)
• Solving Helmholtz equation with high wave number and ill-posed inverse problem using the multiple scales Trefftz collocation method (Q1654843) (← links)
• A multiple-scale Pascal polynomial triangle solving elliptic equations and inverse Cauchy problems (Q1654875) (← links)
• A BIEM using the Trefftz test functions for solving the inverse Cauchy and source recovery problems (Q1654895) (← links)
• A simple Trefftz method for solving the Cauchy problems of three-dimensional Helmholtz equation (Q1654912) (← links)
• A multiple-scale MQ-RBF for solving the inverse Cauchy problems in arbitrary plane domain (Q1655072) (← links)
• A new meshless method for solving steady-state nonlinear heat conduction problems in arbitrary plane domain (Q1655137) (← links)
• Average source boundary node method for potential problems (Q1655147) (← links)
• Optimal sources in the MFS by minimizing a new merit function: energy gap functional (Q1726464) (← links)
• A Trefftz/MFS mixed-type method to solve the Cauchy problem of the Laplace equation (Q1726498) (← links)
• The adaptive algorithm for the selection of sources of the method of fundamental solutions (Q1799720) (← links)
• An energy method of fundamental solutions for solving the inverse Cauchy problems of the Laplace equation (Q2001353) (← links)
• Meshless simulation of anti-plane crack problems by the method of fundamental solutions using the crack Green's function (Q2004616) (← links)
• Modified method of regularized sources for potential flow (Q2019556) (← links)
• The method of fundamental solutions for the Stokes flow with the subdomain technique (Q2040764) (← links)
• Solving 2nd order BVPs in planar irregular domains (Q2146668) (← links)
• Source nodes on elliptic pseudo-boundaries in the method of fundamental solutions for Laplace's equation; selection of pseudo-boundaries (Q2175820) (← links)
• A boundary knot method for 3D time harmonic elastic wave problems (Q2176467) (← links)
• An adaptive method of fundamental solutions for solving the Laplace equation (Q2203890) (← links)
• An overview of the method of fundamental solutions -- solvability, uniqueness, convergence, and stability (Q2209388) (← links)
• Solving second-order singularly perturbed ODE by the collocation method based on energetic Robin boundary functions. (Q2280465) (← links)
• A meshless singular boundary method for elastic wave propagation in 2D partially saturated poroelastic media (Q2301609) (← links)
• A boundary-only treatment by singular boundary method for two-dimensional inhomogeneous problems (Q2306780) (← links)
• On the use of quasi-equidistant source points over the sphere surface for the method of fundamental solutions (Q2312668) (← links)
• Solving singularly perturbed problems by a weak-form integral equation with exponential trial functions (Q2318208) (← links)
• The method of two-point angular basis function for solving Laplace equation (Q2325457) (← links)
• The polynomial Trefftz method for solving backward and inverse source wave problems (Q2357428) (← links)
• Moving pseudo-boundary method of fundamental solutions for nonlinear potential problems (Q2420340) (← links)
• A multiple-scale Trefftz method for an incomplete Cauchy problem of biharmonic equation (Q2450998) (← links)
• Solving a singular beam equation by the method of energy boundary functions (Q2661412) (← links)
• Solving nonlinear elliptic equations in arbitrary plane domains by using a new splitting and linearization technique (Q2662385) (← links)
• Novel meshfree scheme for solving the inverse Cauchy problem of heat conduction (Q2676853) (← links)
• A vector regularization method to solve linear inverse problems (Q3465069) (← links)
• A novel Trefftz method of the inverse Cauchy problem for 3D modified Helmholtz equation (Q4637990) (← links)
• (Q4793562) (← links)