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MEAN CONVERGENCE OF SOME POSITIVE OPERATORS

MEAN CONVERGENCE OF SOME POSITIVE OPERATORS
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摘要 L'convergence with 0<p<infinity of the positive operators F.(da,f) and G.(da,f), introduced by Nevai P. [3], and Qn,8(da,f), introduced by Hermann T. and Vertesi P. [1] to f is an element of C[-1,1] is proved to hold for very general measures. L'convergence with 0<p<infinity of the positive operators F.(da,f) and G.(da,f), introduced by Nevai P. [3], and Qn,8(da,f), introduced by Hermann T. and Vertesi P. [1] to f is an element of C[-1,1] is proved to hold for very general measures.
作者 史应光
出处 《Acta Mathematica Scientia》 SCIE CSCD 1995年第2期136-143,共8页 数学物理学报(B辑英文版)
关键词 POSITIVE OPERATORS MEAN CONVERGENCE ORTHOGONAL POLYNOMIALS POSITIVE OPERATORS MEAN CONVERGENCE ORTHOGONAL POLYNOMIALS
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