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Charles Hutton: ‘One of the greatest mathematicians in Europe’? 查尔斯·赫顿:“欧洲最伟大的数学家之一”?
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1236319
B. Wardhaugh
Charles Hutton, 1737–1823. If you are interested in eighteenth- or nineteenth-century British mathematics, you've heard of him; you've quite probably used his 1795 Dictionary as a historical source. You quite possibly don't know much else. I'm at present working on an AHRC-funded biography of Charles Hutton, together with an edition of his hundred-odd surviving letters. This article reflects on the nature and significance of Hutton's achievements, and what his example tells us about mathematical biography more generally.
查尔斯·赫顿(1737-1823)如果你对18或19世纪的英国数学感兴趣,你一定听说过他;你很可能用过他1795年的字典作为历史资料。你很可能不知道其他的。目前,我正在撰写一本由美国人权协会资助的查尔斯·赫顿传记,以及他幸存的一百多封书信的版本。这篇文章反映了赫顿成就的性质和意义,以及他的例子告诉我们关于数学传记的更普遍的东西。
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引用次数: 2
Mengoli's mathematical ideas in Leibniz's excerpts 莱布尼茨节选中孟格里的数学思想
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1239807
M. Massa-Esteve
Dedicated to the memory of Jacqueline Stedall In the seventeenth century many changes occurred in the practice of mathematics. An essential change was the establishment of a symbolic language, so that the new language of symbols and techniques could be used to obtain new results. Pietro Mengoli (1626/7–86), a pupil of Cavalieri, considered the use of symbolic language and algebraic procedures essential for solving all kinds of problems. Following the algebraic research of Viète, Mengoli constructed a geometry of species, Geometriae Speciosae Elementa (1659), which allowed him to use algebra in geometry in complementary ways to solve quadrature problems, and later to compute the quadrature of the circle in his Circolo (1672). In a letter to Oldenburg as early as 1673, Gottfried Wilhelm Leibniz (1646–1716) expressed an interest in Mengoli's works, and again later in 1676, when he wrote some excerpts from Mengoli's Circolo. The aim of this paper is to show how in these excerpts Leibniz dealt with Mengoli's ideas as well as to provide new insights into Leibniz's mathematical interpretations and comments.
17世纪,数学实践中发生了许多变化。一个重要的变化是符号语言的建立,这样新的符号语言和技术就可以用来获得新的结果。Pietro Mengoli(1626/7-86),卡瓦列里的学生,认为符号语言和代数程序的使用对于解决各种问题至关重要。继维蒂的代数研究之后,孟果里构造了一种物种几何,《几何物种》(1659),这使他能够以互补的方式在几何中使用代数来解决正交问题,后来在他的《圆》(1672)中计算圆的正交。早在1673年,Gottfried Wilhelm Leibniz(1646-1716)就在给Oldenburg的一封信中表达了对Mengoli作品的兴趣,后来在1676年,他又写了一些Mengoli的Circolo的摘录。本文的目的是展示莱布尼茨如何在这些节选中处理孟格里的思想,并为莱布尼茨的数学解释和评论提供新的见解。
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引用次数: 0
A plurality of algebras, 1200–1600: Algebraic Europe from Fibonacci to Clavius1 复数代数,1200-1600:从斐波那契到克拉维斯的代数欧洲1
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1225340
K. Parshall
In memory of Jackie Stedall, friend and colleague As Jackie Stedall argued in her 2011 book, From Cardano's great art to Lagrange's reflections: filling a gap in the history of algebra, there was a ‘transition from the traditional algebra of equation-solving in the sixteenth and seventeenth centuries to the emergence of “modern” or “abstract” algebra in the mid nineteenth century’ (page vii). This paper traces the evolution from the thirteenth-century work of the Pisan mathematician, Leonardo Fibonacci, to the early seventeenth-century work of the German Jesuit Christoph Clavius of what came to be considered ‘traditional algebra’. It contends that rather than a single ‘traditional algebra’, in fact, a plurality of intimately related yet subtly different algebras emerged over the course of those four centuries in different yet interacting national settings.
为了纪念Jackie Stedall,我的朋友兼同事Jackie Stedall在她2011年出版的《从卡尔达诺的伟大艺术到拉格朗日的反思》一书中写道:为了填补代数历史上的空白,“从16世纪和17世纪求解方程的传统代数到19世纪中期“现代”或“抽象”代数的出现”(第7页)。本文追溯了从13世纪Pisan数学家Leonardo Fibonacci的工作到17世纪早期德国耶稣会士Christoph Clavius被认为是“传统代数”的演变。它认为,事实上,在这四个世纪的过程中,在不同但相互作用的国家环境中,出现了多个密切相关但又微妙不同的代数,而不是单一的“传统代数”。
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引用次数: 2
The manuscripts of Thomas Harriot (1560–1621) 托马斯·哈里奥特(1560-1621)的手稿
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2017.1260792
R. Goulding, Matthias Schemmel
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引用次数: 1
‘To the publike advancement’ John Collins and the promotion of mathematical knowledge in Restoration England 约翰·柯林斯的"大众进步"以及英格兰复辟时期数学知识的推广
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2017.1278829
P. Beeley
Dedicated to the memory of Jacqueline Stedall
谨以此纪念杰奎琳·斯特德尔
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引用次数: 3
A forgotten booklet by Goldbach now rediscovered and three versions of its contents 一本被遗忘的哥德巴赫的小册子现在被重新发现,其中的内容有三个版本
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1225628
Staffan Rodhe
Dedicated to the memory of Jacqueline Stedall
谨以此纪念杰奎琳·斯特德尔
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引用次数: 0
... in the darkest night that is ... Briggs, Blundeville, Wright, and the misconception of finding latitude …在最黑暗的夜晚…布里格斯,布伦德维尔,赖特,以及寻找纬度的误解
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1225337
T. Sonar
Dedicated to the memory of Jacqueline Stedall When William Gilbert published his monumental work De magnete in 1600 natural philosophy in early modern England was born. In his work Gilbert included a theory of magnetic inclination, called dip, and devised an instrument to find latitude from dip. Here we describe and analyse this theory which was turned into mathematics by Henry Briggs.
当威廉·吉尔伯特在1600年发表他的不朽著作《论磁力》时,早期现代英国的自然哲学诞生了。在他的著作中,吉尔伯特提出了磁倾角理论,并设计了一种仪器,从倾角中找到纬度。在这里,我们描述和分析这个理论,它被亨利布里格斯变成了数学。
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引用次数: 1
More seventeenth-century networks 更多的是17世纪的网络
Pub Date : 2017-01-02 DOI: 10.1080/17498430.2016.1225781
N. Biggs
Dedicated to the memory of Jacqueline Stedall Jackie Stedall often wrote about the links that connected mathematicians and their work, especially in seventeenth-century England. This article was inspired by her work on Thomas Harriot and his circle. It describes networks that involved two very different men, Thomas Aylesbury and John Reynolds. In passing, we shall catch a few glimpses of the background to mathematical activity in England during the period of the Civil War.
杰奎琳·斯特达尔(Jackie Stedall)经常写关于数学家和他们工作之间的联系,尤其是在17世纪的英国。这篇文章的灵感来自于她对托马斯·哈里奥特和他的圈子的研究。它描述了涉及两个截然不同的人的网络,托马斯·艾尔斯伯里和约翰·雷诺兹。顺便提一下,我们将对内战时期英国数学活动的背景略加了解。
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引用次数: 1
BSHM/Gresham College meeting: Women in Mathematics: A Celebration of the Bicentenary of Ada Lovelace Gresham College, London, 29 October 2015 BSHM/Gresham学院会议:数学女性:Ada Lovelace Gresham学院200周年庆典,伦敦,2015年10月29日
Pub Date : 2016-09-01 DOI: 10.1080/17498430.2016.1215857
R. Flood
I n 2015 the theme of the annual BSHM/Gresham College meeting was ‘Women in Mathematics: A Celebration of the Bicentenary of Ada Lovelace’. Since 2012 these lectures have been accompanied by two other invited talks on a related subject to form a series of half-day meetings. The first talk entitled Hypatia: Sifting the Myths was given by Dr Fenny Smith. Fenny introduced Hypatia as the first women mathematician of whom we have reasonably secure and detailed knowledge. Hypatia devoted her life to the teaching of mathematics and Neoplatonist philosophy in Alexandria, practising around the turn of the 4th to 5th centuries AD. The talk gave a fascinating account of current thinking on her life and mathematics and of the ancient and secondary source material. Much of what we know about her teaching and her pupils comes from the letters of her pupil Synesius of Cyrene, a city on the north coast of modern Libya. It is from Synesius also that we learn about some of her mathematics, finding that she wrote commentaries on the Arithmetic of Diophantus, the Astronomical Canon and the Conics of Apollonius. Dr Smith also discussed the nature of Hypatia’s involvement with her father Theon’s commentary on Book III of the Almagest, Ptolemy’s influential work on the motions of the stars and planets. The talk finished with a discussion of the complex political, religious and social factors involved in Hypatia’s brutal murder and mutilation in c. 415 AD. This talk was followed by a lecture by Dr Peter Neumann OBE, Emeritus Fellow of the Queen’s College, Oxford, on his mother Hanna Neumann and on her distinguished career as a mathematician in the twentieth century. The title wasHanna Neumann: A Mathematician in Difficult Times and Peter drew on archival research and personal memories in discussing his mother’s life and work. She was born in Berlin in 1914, christened Johanna von Caemmerer, and in the interwar period studied mathematics at Humboldt University, Berlin and then at G€ ottingen. In 1938 she moved to Britain and later that year married B H Neumann who also enjoyed a distinguished mathematical career. During the war Hanna studied for her DPhil thesis, On Free Products of Groups, and Peter gave a charming and I found inspirational account of the circumstances in which this work was undertaken. After the war she held posts at University College, Hull and Manchester College of Science and Technology before emigrating to the Institute for Advanced Study, ANU, Canberra in 1963 where her husband had moved the previous year. She died suddenly in Canada in November 1971 while on a lecture tour. The lecture finished with a brief account of her main mathematical work in group theory. The Gresham BSHM lecture was delivered by Ursula Martin, Professor of Computer Science at the University of Oxford, who spoke on The Scientific Life of Ada Lovelace. Ada Lovelace is famous for a paper published in 1843, which
2015年,BSHM/Gresham学院年度会议的主题是“数学中的女性:艾达·洛夫莱斯200周年庆典”。自2012年以来,这些讲座伴随着另外两次有关相关主题的受邀演讲,形成了一系列半天的会议。第一个演讲的题目是希帕蒂亚:筛选神话是由芬尼·史密斯博士做的。芬尼介绍希帕蒂娅为第一位女数学家,我们对她有相当可靠和详细的了解。希帕蒂娅一生都在亚历山大教授数学和新柏拉图主义哲学,大约在公元4世纪到5世纪之间。这次演讲对她的生活和数学以及古代和二手资料的当前思考进行了引人入胜的描述。我们对她的教学和她的学生的大部分了解来自她的学生昔兰尼的西尼修斯的信件,昔兰尼是现代利比亚北部海岸的一个城市。我们也从辛尼修斯那里了解到她的一些数学知识,发现她为丢番图的《算术》、《天文学正典》和阿波罗尼乌斯的《圆锥图》写了评论。史密斯博士还讨论了希帕蒂娅与她父亲席恩对《大成》第三卷的评论的关系,这是托勒密关于恒星和行星运动的有影响力的著作。演讲结束时,讨论了公元415年希帕蒂娅被残忍杀害和残害的复杂政治、宗教和社会因素。演讲结束后,牛津大学女王学院名誉院士彼得·诺伊曼(Peter Neumann)博士做了一个讲座,介绍了他的母亲汉娜·诺伊曼(Hanna Neumann)及其作为20世纪数学家的杰出职业生涯。书名为《沃安娜·诺伊曼:困难时期的数学家》,彼得利用档案研究和个人回忆来讨论他母亲的生活和工作。1914年,她出生在柏林,受洗时名叫约翰娜·冯·卡默勒,两次世界大战期间,她先后在柏林洪堡大学和哥廷根学习数学。1938年,她移居英国,并于当年晚些时候嫁给了同样在数学领域享有卓越成就的B·H·诺伊曼。在战争期间,汉娜为她的博士论文《群的自由产物》进行了研究,彼得对这项工作进行时的环境进行了迷人的描述,我觉得很有启发性。战争结束后,她在赫尔大学学院和曼彻斯特科技学院任职,1963年移居堪培拉澳大利亚国立大学高级研究所,她的丈夫在前一年搬到了那里。1971年11月,她在加拿大巡回演讲时突然去世。讲座结束时简要介绍了她在群论方面的主要数学工作。格雷沙姆BSHM讲座由牛津大学计算机科学教授乌苏拉·马丁(Ursula Martin)主持,她在《阿达·洛夫莱斯的科学生活》(Ada Lovelace)上发表了演讲。阿达·洛夫莱斯因1843年发表的一篇论文而闻名
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引用次数: 1
BSHM Christmas meeting Birmingham, 5 December 2015 2015年12月5日伯明翰BSHM圣诞会议
Pub Date : 2016-09-01 DOI: 10.1080/17498430.2016.1215858
T. Crilly
purpose computer, the analytical engine, designed but never built by Charles Babbage. Professor Martin showed how Lovelace’s paper presented the analytical engine as an abstract machine. Also drawing on correspondence between Lovelace and Babbage she described how Lovelace’s speculations on the capabilities and potential of the machine mirror the concerns of modern computer scientists. We also heard what a remarkable person Lovelace was, not only in her background but in her efforts to learn, mathematics in particular, and her ambitions. Drawing on original sources and evaluating secondary material we were presented with a fresh and stimulating evaluation of Lovelace who was born in 1815, dying at age 36. We were all invited to visit the Ada Lovelace mathematical archive to help assess for ourselves this remarkable person. This archive draws on recent archival research and will be released online at www.claymath.org in December 2015. All the lectures were not only informative and stimulating but very enjoyable. If you were unable to be there or simply wish to relive the experience the lectures are available online at: http://www.gresham.ac.uk/women-in-mathematics-the-bicentenary-of-adalovelace Raymond Flood http://dx.doi.org/10.1080/17498430.2016.1215857
目的计算机,分析机,由查尔斯·巴贝奇设计,但从未建造。马丁教授展示了洛夫莱斯的论文是如何将分析机作为一种抽象的机器呈现出来的。她还引用了洛夫莱斯和巴贝奇之间的通信,描述了洛夫莱斯对机器的能力和潜力的推测如何反映了现代计算机科学家的担忧。我们还听说了洛夫莱斯是一个多么了不起的人,不仅在她的背景方面,而且在她学习的努力方面,特别是在数学方面,以及她的抱负方面。根据原始资料和对二手资料的评估,我们对生于1815年,死于36岁的洛夫莱斯进行了新鲜而令人振奋的评价。我们都被邀请去参观艾达·洛夫莱斯的数学档案来帮助我们自己评估这位杰出的人。该档案借鉴了最近的档案研究,将于2015年12月在www.claymath.org网站上发布。所有的讲座不仅内容丰富,刺激,而且非常愉快。如果你不能去那里或只是想重温这段经历,这些讲座可以在网上找到:http://www.gresham.ac.uk/women-in-mathematics-the-bicentenary-of-adalovelace Raymond Flood http://dx.doi.org/10.1080/17498430.2016.1215857
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引用次数: 0
期刊
BSHM Bulletin: Journal of the British Society for the History of Mathematics
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