Another new proof of borel ' s strong law of large numbers 强大数定理的一种新证明
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Research on emile borel ' s work on improving lagrange interpolation polynomial 对波莱尔改进拉格朗日插值公式思想方法的研究
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Regular borel measure 正则波莱尔测度
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Borel ' s conjecture 波雷尔猜想
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Take her six bottles of different wine - cyprus , sherry , and malaga , and a barrel of ostend oysters ; get them at borel s , and be sure you say they are for me . 给她带六瓶酒去，要花色不同的，塞浦路斯酒，白葡萄酒，马拉加酒，再带一些奥斯坦德牡蛎去。
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The concept of complete convergence was introduced by p . l . hsu and robbins [ 11 ] in 1947 : for arbitrary > 0 and i . i . d random variables with mean zero and variance 1 , we have this conclusion strengthened classical strong law of large numbers in the direction of borel - cantelli lemma 完全收敛性的概念是许宝禄和robbins [ 11 ]于1947年提出：对于均值为0 ，方差为1的独立同分布的随机变量序列和任意0 ，我们有这个结论沿着borel - cantelli引理的方向加强了古典的强大数律。
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Meanwhile , probability theory made progress and became matured . during 1921 - 1928 borel considered dealing with some strategic game problems with probability theory , form which he established several useful conceptions in game theory , and it was at that time that game theory was found in the rudiment . at this period , steinhaus , berol ' s students ville and colleagues also contributed to the rudimentary theory 同时随着概率理论的进一步发展和成熟，波莱尔在1921 - 1928年首先用已有的概率理论考虑了几个策略博弈的例子，并创造出了博弈理论中几个非常有用的概念，同时产生出了现代博弈理论的思想萌芽，在这一时期对博弈论的早期理论有贡献的还有思特豪斯、波莱尔的学生威利和他的同事。
