Pages that link to "Item:Q348043"

The following pages link to Quadrature by expansion: a new method for the evaluation of layer potentials (Q348043):

Displaying 8 items.

• Recursive analytical quadrature for the close evaluation of Laplace and Helmholtz layer potentials over flat boundary elements in \(\mathbb{R}^3\) (Q6545721) (← links)
• Discrete null field equation methods for solving Laplace's equation: boundary layer computations (Q6574218) (← links)
• The airfoil integral equation over disjoint intervals: analytic solutions and asymptotic expansions (Q6608141) (← links)
• A high-order fast boundary element method with near-boundary stability for field emission from nanoscale structures (Q6620371) (← links)
• A particle-in-Fourier method with semi-discrete energy conservation for non-periodic boundary conditions (Q6639309) (← links)
• Computing singular and near-singular integrals over curved boundary elements: the strongly singular case (Q6649893) (← links)
• Robust boundary integral equations for the solution of elastic scattering problems via Helmholtz decompositions (Q6663366) (← links)
• Convergence theorem of the global error of the fast multipole method for potential problems in 3-D (Q6665352) (← links)