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A Matrix Continued Fractions and Their Padé-Approximations

Zhu Jingmei (The Department of Mathmatics and Physics, Shandong University of technology, jinan  
For orthogonal polynomials matrix have three recur- rence relations, and the nth convergent of matrix continued frac- tions have also so, we construct a matrix continued fractions. We prove the relations between the nth convergent of matrix continued fractions and their pade- approximations and series.
【CateGory Index】: O151
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Chinese Journal Full-text Database 1 Hits
1 Zhu Jingmei (Dept. of Math. and Phys.,Shandong Univ. of Tech.,Jinan 250061);Orthogonal Polynomial Matrices and Computation of Matrix Pade Approximates[J];CHINESE JOURNAL OF ENGINEERING MATHEMATICS;1999-03
Chinese Journal Full-text Database 2 Hits
1 Zhu Jingmei Qin Jing Li Jiuping (Dept.of Math.and Phys.,Shandong Univ.of Tech., Jinan 250061);BLOCK MATRIX EXPRESSION OF OTHOGONAL POLYNOMIAL MATRIX AND RELERANT RESULTS[J];Journal of Shandong University of Technology;2000-03
2 Zhu Jingmei (School of Math and System Sci ,Shandong Univ ,Jinan 250061);ORTHOGONAL POLYNOMIALS MATRIX,MATRIX CONTINUED FRACTIONS AND THEIR PADE-APPROXIMATIONS[J];Journal of Shandong University of Technology;2001-02
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