A Semi-Numerical Expansion of Mutivariate Periodic Function

Bai Jinming; Nie Zhaoming

Publications of the Yunnan Observatory > 1993 > 0(2): 1-7.

Bai Jinming, Nie Zhaoming. A Semi-Numerical Expansion of Mutivariate Periodic Function[J]. Publications of the Yunnan Observatory, 1993, (2): 1-7.

Citation:

Bai Jinming, Nie Zhaoming. A Semi-Numerical Expansion of Mutivariate Periodic Function[J]. Publications of the Yunnan Observatory, 1993, (2): 1-7.

Citation:

Bai Jinming, Nie Zhaoming. A Semi-Numerical Expansion of Mutivariate Periodic Function[J]. Publications of the Yunnan Observatory, 1993, (2): 1-7.

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A Semi-Numerical Expansion of Mutivariate Periodic Function

Yunnan Observatory, Academia Sinica, Kunming 650011

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Received Date: August 06, 1992
Published Date: April 14, 1993

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Abstract

Abstract

This paper reports on the mathematical basis for the seminumerical development of the multivariate periodic function.How this semi-numerical development is realized with the aid of a computer is studied.This development is examined and tested by means of the disturbing function of the luner main problem.The results show that the development is in accordance with the literal expansion very well.The advantage of this method in solving the perturbation equation is also discussed.
- Method of reduction,
- Disturbance

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