Totally BMO-Bounded Functions on [-1, 1]
Received:August 18, 1992  
Key Words: Lagrange interpolant   inverse interpolation   totally BMO-bounded func-tions  
Fund Project:
Author NameAffiliation
He Songnian Dept. of Math.
Shanghai University of Science and Technology
201800 
Yang Caiping Dept. of Math.
Shanxi University
Taiyuan
030006 
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Abstract:
      A real-valued function f defined on I =[-1, 1] is said to be totally BMO-bounded if there exists a positive constant M such that ‖p‖BMO(I)≤ M for eachLagrange interpolant p of f. This class of functions is studied here.
Citation:
DOI:10.3770/j.issn:1000-341X.1995.02.011
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