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机构地区:[1]哈尔滨商业大学基础部,黑龙江哈尔滨150076
出 处:《哈尔滨工业大学学报》2002年第4期585-586,共2页Journal of Harbin Institute of Technology
基 金:黑龙江省自然科学基金资助项目 (A0 0 -0 2 )
摘 要:根据对叙列空间上的K级强绝对连续函数、K级绝对连续函数、K级弱绝对连续函数及x(t)有界且xk(t)为通常的K级绝对连续函数有关性质的讨论 ,得到了与叙列空间上的K级强、弱有界变差函数相似的结论 .证明了在空间S和Φ中 ,上述四种绝对连续是等价的 ,而在 (KB)空间 ,依范K级强、弱绝对连续与K级强、弱绝对连续分别等价 ,从而进一步推广了有关叙列空间上二。Some properties of the Kth order strongly absolute continuous functions,the Kth order absolute continuous functions,the Kth order weakly absolute continuous functions and x(t) is bounded but also x k (t) is the Kth order absolute continuous in general on sequence spaces were investigated,the conclusions are similar as the Kth order strongly and weakly bounded variation functions on the sequence spaces. In the space S and Φ, the equivalent of four kinds of absolute continuous has been proved,and in (KB)space,the separately equivalent for the Kth order strongly and weakly absolute continuous were obtained. Therefore,the 2th and 3th order absolute continuous functions were extended.
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