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note
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The technical details of our present implementa tion, and an extensive study of the method's accuracy and speed, will be reported elsewhere We prefer the name "Gaussian FMM" over "continuous FMM" [as in (4)] to underscore the fact that (I) the product of two Gaussian orbitals is a sum of well-localized Gaussian charge distributions amenable to efficient treatment by FMM, which is not true for other continuous charge distributions, and (II) the error bound discussed here derives from and applies exclusively to Gaussian distributions.
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0003912310
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Gaussian, Inc , Pittsburgh, PA
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Gaussian 95, Development version, M. J. Frisch et al, Gaussian, Inc , Pittsburgh, PA
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Gaussian 95, Development Version
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Frisch, M.J.1
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note
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This work was supported by the Air Force Office of Scientific Research (grant F49620-95-1-0203), the National Science Foundation (CHE-9321297), the Welch Foundation, and Gaussian, Inc. G E S is a Camille and Henry Dreyfus Teacher-Scholar.
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