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首页> 外文期刊>Mathematica Japonicae >MULTIDIMENSIONAL NON-ABSOLUTELY CONVERGENT INTEGRALS BY THE METHOD OF SUCCESSIVE APPROXIMATION, I
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MULTIDIMENSIONAL NON-ABSOLUTELY CONVERGENT INTEGRALS BY THE METHOD OF SUCCESSIVE APPROXIMATION, I

机译:逐次逼近方法的多维非绝对收敛积分,I

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摘要

In the previous paper, 1955, we have shown some conditions characterizing the Denjoy's special integral, and we have presented, from the point of view of successive approximation shown in those conditions, a multidimensional integration, which is called integral(D) in, based on the derivation in the strong sense, in such a way that: the fundamental theorem of the calculus and the Fubini's theorem hold for the integral. From the same point of view, in this paper we present multidimensional integrals based on the derivation in the regular sense.
机译:在1955年的前一篇论文中,我们展示了表征Denjoy特殊积分的一些条件,并且从这些条件中所示的逐次逼近的角度出发,提出了一种基于积分的多维积分,该积分称为在强烈意义上的推导上,以这样的方式:微积分的基本定理和富比尼定理成立。从同一角度来看,本文基于常规意义上的推导给出了多维积分。

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