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APPROXIMATION OPERATORS AND SELFSIMILARITY OVER P-ADIC FIELD

APPROXIMATION OPERATORS AND SELFSIMILARITY OVER P-ADIC FIELD
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摘要 APPROXIMATIONOPERATORSANDSELFSIMILARITYOVERP-ADICFIELD¥ZhengWeixing(Dept.ofMath,NanjingUniv.Nanjing210008)Abstract:Fourierana... Fourier analysis on local fields has been developed since M. H. Taibleson[6].Some of its theory and technique are much similar to.the classical ones while some are not and have not appropriately mathematical tools to deal with. Recently we find there are a few but interesting applications to fractals,especial to self-similar functions of the p-adic analysis and such asetting seems to be natural. This note also includes a concept of a derivative and approximation operators.
出处 《数学研究》 CSCD 1994年第1期9-13,共5页 Journal of Mathematical Study
关键词 局部场 近似算子 自相似 流形 Local fields, p-Adic field, p-Series field, Approximation operator, Fractals, Self-similarity.
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