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OBTAINING EXACT INTERPOLATION MULTIVARIATE POLYNOMIAL BY APPROXIMATION
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作者 Yong FENG Xiaolin QIN +1 位作者 Jingzhong ZHANG Xun YUAN 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2011年第4期803-815,共13页
In some fields such as Mathematics Mechanization, automated reasoning and Trustworthy Computing, etc., exact results are needed. Symbolic computations are used to obtain the exact results. Symbolic computations are of... In some fields such as Mathematics Mechanization, automated reasoning and Trustworthy Computing, etc., exact results are needed. Symbolic computations are used to obtain the exact results. Symbolic computations are of high complexity. In order to improve the situation, exact interpolating methods are often proposed for the exact results and approximate interpolating methods for the ap- proximate ones. In this paper, the authors study how to obtain exact interpolation polynomial with rational coefficients by approximate interpolating methods. 展开更多
关键词 Continued fraction multivariate interpolation numerical approximate computation symbolic-numerical computation Vandermonde determinant.
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