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PSEUDO-DIFFERENTIAL OPERATORS AND DERIVATIVES ON LOCALLY COMPACT VILENKIN GROUPS 被引量:6

PSEUDO-DIFFERENTIAL OPERATORS AND DERIVATIVES ON LOCALLY COMPACT VILENKIN GROUPS
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摘要 Many mathematicians pay their great attention to the study of the concept of derivatives for functions defined on locally compact Vilenkin groups. In this paper, this topic is investigated by virtue of so-called pseudo-differential operators. We give the definitions of derivatives and integrals of functions defined on locally compact Vilenkingroups and study their properties, then give an application example. Many mathematicians pay their great attention to the study of the concept of derivatives for functions defined on locally compact Vilenkin groups. In this paper, this topic is investigated by virtue of so-called pseudo-differential operators. We give the definitions of derivatives and integrals of functions defined on locally compact Vilenkingroups and study their properties, then give an application example.
作者 苏维宜
出处 《Science China Mathematics》 SCIE 1992年第7期826-836,共11页 中国科学:数学(英文版)
基金 Project supported by the National Natural Science Foundation of China
关键词 LOCALLY compact VILENKIN group pseudo-differential operator POINTWISE and STRONG DERIVATIVE POINTWISE and STRONG integral. locally compact Vilenkin group, pseudo-differential operator, pointwise and strong derivative, pointwise and strong integral.
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