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ON CONVERGENCE OF A GENERALIZED P AL INTERPOLATION PROCESS
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作者 T. F. Xie (China Institute of Metrologe, China) 《Analysis in Theory and Applications》 1999年第4期15-22,共8页
Let f∈C[-1,1]and R. (r≥1 ) be the reneralized Pal iner polation polynomials satisf ying the conditions Rn, where{xk} are the roots of n-th Jacobi polynomial Pn and are the roots of In this paper,we prove that Rn... Let f∈C[-1,1]and R. (r≥1 ) be the reneralized Pal iner polation polynomials satisf ying the conditions Rn, where{xk} are the roots of n-th Jacobi polynomial Pn and are the roots of In this paper,we prove that Rn holds uniformly on [0,1]. 展开更多
关键词 Math al ON CONVERGENCE OF A GENERalIZED P al INTERPOLATION PROCESS
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