„Fast Multipole Method“

Suchergebnisse

68 Treffer

• Stability of the High Frequency Fast Multipole Method for Helmholtz’ Equation in Three Dimensions
  Nilsson, Martin
• The fast multipole method for EMC problems
  Hoyler, G. ; Unbehauen, R.
• Comparative Analysis of Direct Method and Fast Multipole Method for Multirotor Wake Dynamics
  Sengupta, B. ; Lee, Y. ; Araghizadeh, M. S. ; Myong, R. S. ; Lee, H.
• Analysis of Oversized Electrodynamic Systems by a Combined Method Based on the Principle of Physical Optics and the Multilevel Fast Multipole Algorithm
  Gashturi, A. P. ; Sobolev, D. I.
• Explicit error bound of the fast multipole method for scattering problems in 2-D
  Meng, Wenhui
• High order boundary integral methods forMaxwell's equations using Microlocal Discretization and Fast Multipole Methods
  Darrigrand, E. ; Gatard, L. ; Mer‐Nkonga, K.
• The Variable Order Fast Multipole Method for Boundary Integral Equations of the Second Kind
  Tausch, J.
• Analytical moment expression for linear element in diagonal form fast multipole boundary element method
  Wu, Haijun ; Jiang, Weikang ; Lu, Wenbo
• Diagonal form fast multipole boundary element method for 2D acoustic problems based on Burton-Miller boundary integral equation formulation and its applications
  Wu, Hai-jun ; Jiang, Wei-kang ; Liu, Y. J.
• Justification of the fast multipole method for the stokes system. Part II. Exterior domain problems
  Samrowski, T.
• Justification of the fast multipole method for the stokes system in the case of the interior diriclet problem
  Samrowski, T.
• A kernel-independent uniform fast multipole method based on barycentric rational interpolation
  Liang, Jiangli ; Xiang, Shuhuang
• Inexact GMRES iterations and relaxation strategies with fast-multipole boundary element method
  Wang, Tingyu ; Layton, Simon K. ; Barba, Lorena A.
• An adaptive fast multipole boundary element method for three-dimensional acoustic wave problems based on the Burton–Miller formulation
  Shen, L. ; Liu, Y. J.
• Application of the Fast Multipole Method to Optimization of the Boundary Element Method of Solving the Helmholtz Equation
  Sivak, S. A. ; Royak, M. E. ; Stupakov, I. M.
• Large-Graph Layout with the Fast Multipole Multilevel Method
  Hachul, Stefan ; Jünger, Michael 2005 Universitäts- und Stadtbibliothek Köln
• A Provably Fast Multipole Method
  Hachul, Stefan ; Jünger, Michael 2006 Universitäts- und Stadtbibliothek Köln
• Kernel aggregated fast multipole method – Efficient summation of Laplace and Stokes kernel functions
  Yan, Wen ; Blackwell, Robert
• A C++ based MPI-enabled tasking framework to efficiently parallelize fast multipole methods for molecular dynamics
  Haensel, David 2018
• Applications of a fast multipole Galerkin boundary element method in linear elastostatics
  Of, Günther ; Steinbach, Olaf ; Wendland, Wolfgang L. 2004 SFB 404, Geschäftsstelle