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==Related fields==
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== Related fields 相关领域 ==
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{{As of|2016}}, all [[Fields Medal]]ists have a finite Erdős number, with values that range between 2 and 6, and a median of 3. In contrast, the median Erdős number across all mathematicians (with a finite Erdős number) is 5, with an extreme value of 13.<ref>{{Cite web|url=http://wwwp.oakland.edu/enp/trivia/|title=Facts about Erdös Numbers and the Collaboration Graph - The Erdös Number Project- Oakland University|website=wwwp.oakland.edu|access-date=2016-10-27}}</ref> The table below summarizes the Erdős number statistics for [[Nobel Prize|Nobel prize]] laureates in Physics, Chemistry, Medicine and Economics.<ref>{{Cite journal|last=López de Prado|first=Marcos|title=Mathematics and Economics: A reality check|url=http://www.iijournals.com/doi/pdfplus/10.3905/jpm.2016.43.1.005|journal=The Journal of Portfolio Management|volume=43|issue=1|pages=5–8|doi=10.3905/jpm.2016.43.1.005|year=2016}}</ref> The first column counts the number of laureates. The second column counts the number of winners with a finite Erdős number. The third column is the percentage of winners with a finite Erdős number. The remaining columns report the minimum, maximum, average and median Erdős numbers among those laureates.
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{{As of|2016}}, all [[Fields Medal]]ists have a finite Erdős number, with values that range between 2 and 6, and a median of 3. In contrast, the median Erdős number across all mathematicians (with a finite Erdős number) is 5, with an extreme value of 13. The table below summarizes the Erdős number statistics for [[Nobel Prize|Nobel prize]] laureates in Physics, Chemistry, Medicine and Economics. The first column counts the number of laureates. The second column counts the number of winners with a finite Erdős number. The third column is the percentage of winners with a finite Erdős number. The remaining columns report the minimum, maximum, average and median Erdős numbers among those laureates.
    
, all Fields Medalists have a finite Erdős number, with values that range between 2 and 6, and a median of 3. In contrast, the median Erdős number across all mathematicians (with a finite Erdős number) is 5, with an extreme value of 13. The table below summarizes the Erdős number statistics for Nobel prize laureates in Physics, Chemistry, Medicine and Economics. The first column counts the number of laureates. The second column counts the number of winners with a finite Erdős number. The third column is the percentage of winners with a finite Erdős number. The remaining columns report the minimum, maximum, average and median Erdős numbers among those laureates.
 
, all Fields Medalists have a finite Erdős number, with values that range between 2 and 6, and a median of 3. In contrast, the median Erdős number across all mathematicians (with a finite Erdős number) is 5, with an extreme value of 13. The table below summarizes the Erdős number statistics for Nobel prize laureates in Physics, Chemistry, Medicine and Economics. The first column counts the number of laureates. The second column counts the number of winners with a finite Erdős number. The third column is the percentage of winners with a finite Erdős number. The remaining columns report the minimum, maximum, average and median Erdős numbers among those laureates.
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所有田径奖获得者都有一个有限的 erd s 数,数值范围在2到6之间,中位数为3。相比之下,所有数学家的 erd 数的中位数(有限 erd 数)是5,极值是13。下表总结了 erd 的数字统计诺贝尔奖获得者在物理,化学,医学和经济学。第一栏计算获奖者的数量。第二列用有限的 erd 数计算赢家的数目。第三列是有限 erd 数目的获胜者的百分比。剩下的柱子报告的最低,最高,平均和中位数 erd 的数字在这些获奖者。
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截至2016年,所有费尔兹奖章获得者都有一个有限的埃尔德什数,其值在2到6之间,中位数为3。相反,所有数学家的埃尔德什数的中位数(有限的Erdős数)为5,极限值为13。下表总结了物理,化学,医学和经济学方面的诺贝尔奖获得者的埃尔德什数统计。第一列计算获奖者人数。第二列计算的是具有有限埃尔德什数的获胜者数量。第三列是具有有限埃尔德什数的获胜者的百分比。其余各列表示了这些获奖者中埃尔德什数的最小,最大,平均和中位数。
 
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罗马尼亚数学家、计算语言学家所罗门 · 马库斯在1957年与厄尔德合著的《数学学报》上的一篇论文中,给出了厄尔德数1。
 
罗马尼亚数学家、计算语言学家所罗门 · 马库斯在1957年与厄尔德合著的《数学学报》上的一篇论文中,给出了厄尔德数1。
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