跳转到内容

亨克·J·M·博斯：修订间差异

维基百科，自由的百科全书
以互动方式浏览历史
←上一版本
删除的内容 添加的内容
可视化wikitext
InternetArchiveBot（留言 | 贡献）
机器人
2,025,229次编辑
补救1个来源，并将0个来源标记为失效。 #IABot (v1.6.2)
标签：修改生卒日期
 
（未显示3个用户的4个中间版本）
第1行： 第1行：
{{unreferenced|time=2013-05-06T17:17:33+00:00}}
{{unreferenced|time=2013-05-06T17:17:33+00:00}}
'''亨克·J·M·博斯'''（'''Henk J. M . Bos'''或'''Henk Bos'''）是荷兰数学史学家。他的大部分职业生涯于[[乌特勒支大学]]度过。自其退休以来，他一直是[[奥胡斯大学]]科学与技术学院数学史名誉教授。
'''亨克·J·M·博斯'''（'''Henk J. M . Bos'''或'''Henk Bos'''，{{bd|1940年|7月17日|2024年|2月12日}}）是荷兰数学史学家。他的大部分职业生涯于[[乌特勒支大学]]度过。自其退休以来，他一直是[[奥胡斯大学]]科学与技术学院数学史名誉教授。


==荣誉==
==荣誉==
第7行： 第7行：
==发表著作==
==发表著作==
*Bos, H. J. M.; Kers, C.; Oort, F.; Raven, D. W. Poncelet's closure theorem. Exposition. Math. 5 (1987), no. 4, 289–364.
*Bos, H. J. M.; Kers, C.; Oort, F.; Raven, D. W. Poncelet's closure theorem. Exposition. Math. 5 (1987), no. 4, 289–364.
::[[Joe Harris (mathematician)|Joseph Harris]] wrote for [[MathSciNet]]: "the authors trace very carefully the history of the problem, describing various approaches culminating in a modern proof. The paper is fascinating from both a historical and a mathematical point of view, and should serve as the definitive source of information about Poncelet's problem in the future" [http://www.ams.org/mathscinet-getitem?mr=917349 here]
::[[Joe Harris (mathematician)|Joseph Harris]] wrote for [[MathSciNet]]: "the authors trace very carefully the history of the problem, describing various approaches culminating in a modern proof. The paper is fascinating from both a historical and a mathematical point of view, and should serve as the definitive source of information about Poncelet's problem in the future" [http://www.ams.org/mathscinet-getitem?mr=917349 here]{{Wayback|url=http://www.ams.org/mathscinet-getitem?mr=917349 |date=20160304053533 }}
*Bos, Henk J. M. Redefining geometrical exactness. Descartes' transformation of the early modern concept of construction. Sources and Studies in the History of Mathematics and Physical Sciences. Springer-Verlag, New York, 2001.
*Bos, Henk J. M. Redefining geometrical exactness. Descartes' transformation of the early modern concept of construction. Sources and Studies in the History of Mathematics and Physical Sciences. Springer-Verlag, New York, 2001.
*{{citation
*{{citation
第27行： 第27行：


{{凯尼斯·梅奖获得者列表}}
{{凯尼斯·梅奖获得者列表}}
{{Persondata
| NAME = Bos, Henk J. M.
| ALTERNATIVE NAMES =
| SHORT DESCRIPTION = Historian of mathematics
| DATE OF BIRTH =
| PLACE OF BIRTH =
| DATE OF DEATH =
| PLACE OF DEATH =
}}
{{DEFAULTSORT:Bos, Henk J. M.}}
{{DEFAULTSORT:Bos, Henk J. M.}}
[[Category:荷兰历史学家]]
[[Category:荷兰历史学家]]
[[Category:在世人物]]

2024年2月22日 (四) 02:45的最新版本

亨克·J·M·博斯（Henk J. M . Bos或Henk Bos，1940年7月17日—2024年2月12日）是荷兰数学史学家。他的大部分职业生涯于乌特勒支大学度过。自其退休以来，他一直是奥胡斯大学科学与技术学院数学史名誉教授。

荣誉

[编辑]

亨克·J·M·博斯于2005年获得凯尼斯·梅奖。

发表著作

[编辑]
  • Bos, H. J. M.; Kers, C.; Oort, F.; Raven, D. W. Poncelet's closure theorem. Exposition. Math. 5 (1987), no. 4, 289–364.
Joseph Harris wrote for MathSciNet: "the authors trace very carefully the history of the problem, describing various approaches culminating in a modern proof. The paper is fascinating from both a historical and a mathematical point of view, and should serve as the definitive source of information about Poncelet's problem in the future" here（页面存档备份，存于互联网档案馆）
  • Bos, Henk J. M. Redefining geometrical exactness. Descartes' transformation of the early modern concept of construction. Sources and Studies in the History of Mathematics and Physical Sciences. Springer-Verlag, New York, 2001.
  • Bos, Henk J. M., Differentials, higher-order differentials and the derivative in the Leibnizian calculus, Archive for History of Exact Sciences, 1974, 14: 1–90, doi:10.1007/BF00327456 .
  • Bos, Henk J. M. Lectures in the history of mathematics. History of Mathematics, 7. American Mathematical Society, Providence, RI; London Mathematical Society, London, 1993.
  • Bos, H. J. M. The closure theorem of Poncelet. Rend. Sem. Mat. Fis. Milano 54 (1984), 145–158 (1987).

外部链接

[编辑]
检索自“https://zh.wikipedia.org/zhwiki/w/index.php?title=亨克·J·M·博斯&oldid=81450224”