Pages that link to "Item:Q729086"

The following pages link to Fast ewald summation based on NFFT with mixed periodicity (Q729086):

Displaying 15 items.

• An NFFT based approach to the efficient computation of dipole-dipole interactions under various periodic boundary conditions (Q278771) (← links)
• The spectral Ewald method for singly periodic domains (Q683411) (← links)
• Comments on P\(^3\)M, FMM, and the Ewald method for large periodic Coulombic systems (Q1282937) (← links)
• About improving efficiency of the \(P^3 M\) algorithms when computing the inter-particle forces in beam dynamics (Q1687079) (← links)
• A regularization method for solving the Poisson equation for mixed unbounded-periodic domains (Q1701083) (← links)
• Universal image systems for non-periodic and periodic Stokes flows above a no-slip wall (Q2002244) (← links)
• Accelerating the calculation of dipolar interactions in particle based simulations with open boundary conditions by means of the P\(^{2}\)NFFT method (Q2221397) (← links)
• NFFT based Ewald summation for electrostatic systems with charges and dipoles (Q2408509) (← links)
• Aliasing error of the \(\exp(\beta\sqrt{1-z^2})\) kernel in the nonuniform fast Fourier transform (Q2659728) (← links)
• A recursive algorithm for an efficient and accurate computation of incomplete Bessel functions (Q2679694) (← links)
• Stress from Long-Range Interactions in Particulate Systems (Q5006468) (← links)
• Ensemble average and nearest particle statistics in disperse multiphase flows (Q5145464) (← links)
• A Parallel Nonuniform Fast Fourier Transform Library Based on an “Exponential of Semicircle" Kernel (Q5238750) (← links)
• The Ewald sums for singly, doubly and triply periodic electrostatic systems (Q5965010) (← links)
• Fast Ewald summation for Stokes flow with arbitrary periodicity (Q6094736) (← links)