Locally Inverse Theorem in the Lp[0,1](1≤p ) for Generalized Kantorovich Polynomial Operator
Received:November 01, 1996  
Key Words: Kamtorovich polynomial operator   approximation   inverse theorem  
Fund Project:
Author NameAffiliation
LIU Ji-shan Dalian Fisheries College
Dalian 116023 
CHEN Guang-rong Hebei University of Science and Technology
Shijiazhuang 050054 
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Abstract:
      By introducing generalized Kantorovich polynomial operator and supposing {an} is bounded, this article obtains the locally inverse theorem of this operator in the approximate process , thus generalizes Z. Ditzian's results in [1].
Citation:
DOI:10.3770/j.issn:1000-341X.1999.03.018
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