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New Solution of Famous Theorem |
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| Authors: | Kai Lai Chung |
| Abstract: | About 1923, the great mathematician Paul Lévy invented a family of probability distributions (laws) called "stable". If X and Y are independent randon variables with the law L, then for any constants a ＞ 0 and b, there exist constants c ＞ 0 and d such that the law of aX + bY is the same as cZ + d, where Z is a randon variable with the same law L. |
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