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A COUNTEREXAMPLE ON MONOTONE MuNTZ APPROXIMATION Ⅱ
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作者 S.P.Zhou 《Analysis in Theory and Applications》 1996年第4期111-112,共2页
We adopt the following symbols and notations. Let C;be the class of all real continuous functions in [0,1] which have N continuousderivatives, L;0,1];be the space of real pth power integrable functions on [0,1], and ... We adopt the following symbols and notations. Let C;be the class of all real continuous functions in [0,1] which have N continuousderivatives, L;0,1];be the space of real pth power integrable functions on [0,1], and Δ;, asusual, be the class of kth monotone functions. 展开更多
关键词 REAL A COUNTEREXAMPLE ON MONOTONE muntz approximation LIM THAN
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Muntz Rational Approximation for Special Function Classes in Orlicz Spaces 被引量:1
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作者 Ruifang Yu Garide Wu 《Analysis in Theory and Applications》 CSCD 2017年第1期20-28,共9页
Using the method of construction, with the help of inequalities, we research the Muntz rational approximation of two kinds of special function classes, and give the corresponding estimates of approximation rates of th... Using the method of construction, with the help of inequalities, we research the Muntz rational approximation of two kinds of special function classes, and give the corresponding estimates of approximation rates of these classes under widely con- ditions. Because of the Orlicz Spaces is bigger than continuous function space and the Lp space, so the results of this paper has a certain expansion significance. 展开更多
关键词 muntz rational approximation bounded variation function class Sobolev functionclass Orlicz space.
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MNTZ RATIONAL APPROXIMATION FOR SPECIAL FUNCTION CLASSES IN Ba[0,1] SPACES
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作者 Zhenghua Kang Garidi Wu 《Analysis in Theory and Applications》 2012年第1期87-94,共8页
In this paper, we research the Miintz rational approximation of two kinds of spe- cial function classes, and give the corresponding estimates of approximation rates of these classes.
关键词 muntz rational approximation bounded variation function class Sobolevfunction class approximation rate
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