摘要
文章首先建立了正交多项式序列中任意两项乘积的公式,然后在正规性条件下,在s维正交H-P(Hermite-Padé)表中沿对角线递推地构造正交H-P多项式序列,解决了正交H-P多项式的计算问题,并给出了余项估计式。
The product formula of any two polynomials in an orthogonal polynomial sequence is first es- tablished. Under the condition of regularity, the orthogonal Hermite-Pade（H-P） form sequences are recursively constructed along the diagonal in the s-dimensional orthogonal H-P table. This solves the calculation problem of orthogonal H-P table. And the corresponding remainder estimation formula is given.
出处
《合肥工业大学学报（自然科学版）》
CAS
北大核心
2017年第10期1437-1440,共4页
Journal of Hefei University of Technology：Natural Science
基金
安徽省省级质量工程专业综合改革试点资助项目(2012zy007)
名师工作室资助项目(2015msgzs126)
