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Construction of Cantor Type Sets in R^2 And R^3 and Study of Their Properties

机译:R ^ 2和R ^ 3中Cantor类型集的构造及其性质研究

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摘要

The aim of this paper is to construct general Cantor like sets in two dimensional space R^2 and three dimensional space R^3 and to study their properties related with areas , volumes , Riemann and Lebesgue integrability.
机译:本文的目的是在二维空间R ^ 2和三维空间R ^ 3中构造通用的Cantor类集,并研究它们与面积,体积,黎曼和Lebesgue可积性有关的性质。

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