Description: Introduction to the Fast Multipole Method introduces the reader to the theory and computer implementation of the Fast Multipole Method. It covers the topics of Laplace’s equation, spherical harmonics, angular momentum, the Wigner matrix, the addition theorem for solid harmonics, and lattice sums for periodic boundary conditions, along with providing a complete, self-contained explanation of the math of the method, so that anyone having an undergraduate grasp of calculus should be able to follow the material presented. The authors derive the Fast Multipole Method from first principles and systematically construct the theory connecting all the parts. Key FeaturesIntroduces each topic from first principlesDerives every equation presented, and explains each step in its derivationBuilds the necessary theory in order to understand, develop, and use the methodDescribes the conversion from theory to computer implementationGuides through code optimization and parallelization
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EAN: 9781439839058
UPC: 9781439839058
ISBN: 9781439839058
MPN: N/A
Item Length: 25.4 cm
Number of Pages: 448 Pages
Language: English
Publication Name: Introduction to the Fast Multipole Method: Topics in Computational Biophysics, Theory, and Implementation
Publisher: Taylor & Francis INC International Concepts
Publication Year: 2019
Subject: Biology, Physics
Item Height: 254 mm
Item Weight: 966 g
Type: Textbook
Author: James J.P. Stewart, Victor Anisimov
Item Width: 178 mm
Format: Hardcover
