CAMAL-Reference-Cited by-同舟云学术

CAMAL

Published:1972-10 Issue:24 Volume: Page:8-11
ISSN:0163-5824
Container-title:ACM SIGSAM Bulletin
language:en
Short-container-title:SIGSAM Bull.

Author:

Bourne S. R.¹

Affiliation:

1. University of Cambridge, Cambridge, England

Abstract

Various methods for constructing a series solution of the equation [EQUATION] are presented. The form of the solution is similar to the JWKB approximation and is discussed by Froman (1). Each method has been programmed for the CAMAL system and comparisons of performance are made. The resource requirements are compared with theoretical expectations.

Publisher

Association for Computing Machinery (ACM)

Link

https://dl.acm.org/doi/pdf/10.1145/1086793.1086795

Reference6 articles.

1. N. Froman Outline of a general theory for higher order approximations of the JWKB - type. Arkiv for Fysik Bead 32 nr32 p. 541. N. Froman Outline of a general theory for higher order approximations of the JWKB - type. Arkiv for Fysik Bead 32 nr32 p. 541.

2. S. R. Bourne Automatic Algebraic Manipulation and its Application to the Lunar Theory. Ph. D. Thesis Cambridge University (1970). S. R. Bourne Automatic Algebraic Manipulation and its Application to the Lunar Theory. Ph. D. Thesis Cambridge University (1970).

3. S. R. Bourne and J. R. Horton The CAMAL System Manual Computer Laboratory Cambridge (1971). S. R. Bourne and J. R. Horton The CAMAL System Manual Computer Laboratory Cambridge (1971).

4. D. Barton A new technique for the Lunar Theory. Ph. D. Thesis Cambridge University (1966). D. Barton A new technique for the Lunar Theory. Ph. D. Thesis Cambridge University (1966).

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1. A preview of the next IBM-PC version of muMATH;EUROCAL '85;1985

2. Computation of a class of functions useful in the phase-integral approximation II. Performance of TRIGMAN, SYMBAL, and LISP;Journal of Computational Physics;1974-07