综上所述,某些非凡的事情可以在没有非凡的原因时发生,一个过程本身是随机的,并不同于这个过程产生的结果看起来是随机的。“赌徒谬误”的产生除对概的英文翻譯

综上所述,某些非凡的事情可以在没有非凡的原因时发生,一个过程本身是随机

综上所述,某些非凡的事情可以在没有非凡的原因时发生,一个过程本身是随机的,并不同于这个过程产生的结果看起来是随机的。“赌徒谬误”的产生除对概率统计原理的误解外,还与这种误解影响下的心理认知偏误有关。随机事件往往看似非随机,在解释世事时必须注意不能把两者相混淆。当今社会已进入大数据时代,迫切需要我们掌握基本的概率统计知识去顺应时代潮流,理性地认识现实世界,更好地实现决策的科学性。
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結果 (英文) 1: [復制]
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To sum up, some extraordinary things can be done without an extraordinary reason occurs, a process itself is random, and differs from the results of this process appears to be random. "Gambler's fallacy" Apart from the misunderstanding of the theory of probability and statistics, and also under the influence of this kind of misunderstanding related to cognitive bias. Random events often appears to be non-random, in explaining the world, care must be taken not to confuse the two. Today's society has entered the age of big data, of the urgent need for us to grasp the basic knowledge of probability and statistics to keep pace with the times, and rational understanding of the real world, better decision-making and scientific.
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結果 (英文) 2:[復制]
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In summary, some extraordinary things can happen when there is no extraordinary reason, a process itself is random, and different from the results generated by this process appears to be random. "Gambler's fallacy" in addition to generating a misunderstanding of the principles of probability and statistics, but also with this misconception cognitive psychology under the influence of bias related. Random events often seemingly non-random, in explaining things must be taken not to confuse the two. Today's society has entered the era of big data, we urgently need to master the basic knowledge of probability and statistics to conform to the trend of the times, a rational understanding of the real world, to better achieve the scientific decision-making.
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結果 (英文) 3:[復制]
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To sum up, some extraordinary things can happen without extraordinary reason, a process itself is random, and the result that is different from this process appears to be random. In addition to the misunderstanding of the principle of probability and statistics, it is also related to the psychological cognition bias. Random events tend to appear to be non random, in the interpretation of the world must pay attention to the two can not be confused. Today"s society has entered the era of big data, we need to grasp the basic knowledge of probability and statistics to conform to the trend of the times, rational understanding of the real world, to better realize the scientific decision-making.
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