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Evaluating a Special Class of Two-Body Integrals through Maple's Integral Routine Extension
Jan.-Feb. 2014 (vol. 16 no. 1)
pp. 18-23
Troels F. Ronnow, ETH Zurich
An integral result inspired by previous work is investigated numerically and analytically. As results show, a custom-made integration routine is several times faster than the native routines, which might be beneficial for cases in which many integrals must be carried out. Based on a result from 1975 by Herrick and Stillinger, we present a custom integral routine written in Maple. This routine is several times faster than a native integration routine and might be beneficial in cases where many integrals must be carried out. The Web extra is the supplied program mentioned in the article.
Index Terms:
Software engineering,Pattern matching,Algebra,Analytical integration,Monte Carlo methods,Scientific computing,Atomic measurements,scientific computing,computer algebraic systems,Maplesoft Maple,Wolfram Research Mathematica,analytical integration,coupled two-body integrals
Citation:
Troels F. Ronnow, "Evaluating a Special Class of Two-Body Integrals through Maple's Integral Routine Extension," Computing in Science and Engineering, vol. 16, no. 1, pp. 18-23, Jan.-Feb. 2014, doi:10.1109/MCSE.2013.40
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