通过引入计数测度,将数学分析中的无穷级数和测度论中的抽象积分联系起来,并在此基础上对双重连加号中,连加号的次序可以颠倒这个性质给出了一个证明。
Infinite series in mathematical analysis is connected with Abstract integral in the measure theory through counting measure, and a new proof to an important property of infinite series is obtained.
通过引入计数测度,将数学分析中的无穷级数和测度论中的抽象积分联系起来,并在此基础上对双重连加号中,连加号的次序可以颠倒这个性质给出了一个证明。
Infinite series in mathematical analysis is connected with Abstract integral in the measure theory through counting measure, and a new proof to an important property of infinite series is obtained.
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