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A probability on a heuristic sub set of integers that it is a metric space

机译:启发式整数子集是度量空间的概率

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In this work we will answer to the question, is there a probability space on a set such that it is a metric space? For answer to the question, we prove that the probability that two random positive integers given from a heuristic set defined in this article are relatively prime, is a metric space. Hence, there is a probability that it is a metric. Also, we show that this probability space is a paracompact space.
机译:在这项工作中,我们将回答这个问题:集合上是否存在一个概率空间,使其成为度量空间?为了回答这个问题,我们证明了本文定义的启发式集合给出的两个随机正整数是相对质数的概率是度量空间。因此,有可能是度量。同样,我们证明了该概率空间是超紧缩空间。

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