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An implementation of the Fast-Multipole Method (works up to 3 levels in a reasonable amount of time),

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Fast Multipole Method

An implementation of the Fast-Multipole Method (currently works up to 3 levels in a reasonable amount of time)

Authors: Andy Jiang, Georgia Institute of Technology and Andrew C. Simmonett, National Institutes of Health

Features:

  • Uses Real Spherical Harmonic Multipoles, using the normalization convention given in Anthony J. Stone's The Theory of Intermolecular Forces, Second Edition
  • Uses Real Rotation Matrices to rotate the spherical harmonics to allow for more efficient code translation
  • Useful for a beginner wanting to learn more about the FMM algorithm

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An implementation of the Fast-Multipole Method (works up to 3 levels in a reasonable amount of time),

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