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IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-12-01 DOI: 10.1016/j.hm.2025.04.006
Robert Middeke-Conlin
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引用次数: 0
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-12-01 DOI: 10.1016/j.hm.2025.10.002
Paul Hullmeine
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引用次数: 0
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-12-01 DOI: 10.1016/j.hm.2025.09.002
Jean-Marie Coquard
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引用次数: 0
The value of π in Latin erudite and technical literature π在拉丁语学术和技术文献中的价值
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-11-24 DOI: 10.1016/j.hm.2025.11.001
Giovanni Gaia
The article aims to explore the value assigned to pi in Roman literature. Selected passages from technical and erudite works have been analyzed to contextualize how this value was used. The results indicate that the correct value of the ratio between a circle's circumference and its diameter, as discovered by Archimedes, was widely known. However, the ways in which it was utilized vary significantly from one author to another.
L'articolo mira a esplorare il valore attribuito a π nella letteratura romana. Sono stati analizzati passaggi selezionati da opere tecniche ed erudite per contestualizzare come veniva utilizzato tale valore. I risultati indicano che il valore corretto del rapporto tra la circonferenza di un cerchio e il suo diametro, scoperto da Archimede, era ampiamente conosciuto. Tuttavia, i modi in cui veniva impiegato variano significativamente da un autore all'altro.
这篇文章探讨了罗马文学中分配给pi的价值。从技术和学术中选择的步骤已经被分析来量化这一价值的使用情况。结果表明，被阿基米德发现的周长与其直径之间的比率的正确值是众所周知的。从一个人到另一个人，用了大量的方法。本文旨在探索π在罗马文献中所带来的价值。对从技术和学术著作中选择的段落进行了分析，以了解如何使用这种价值。结果表明，阿基米德发现的圆的周长与直径之比的正确值是众所周知的。然而，它的使用方式因作者而异。
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引用次数: 0
An early example of a nondecimal positional number system 一个非十进制位置数字系统的早期例子
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.07.001
Libor Koudela
The idea of nondecimal number systems was developed during the 17th century by several mathematicians, especially by Thomas Harriot, Gottfried Wilhelm Leibniz, Juan Caramuel y Lobkowitz and Erhard Weigel. Already at the end of the 16th century, a German mathematician Anton Schultze described the base-24 positional number system and showed the basic arithmetic operations in this system. Schultze did so in an example that he included in his textbook of commercial arithmetic published in 1584 and – in a slightly modified form – in an extended version of the textbook that appeared in 1600.
非十进制数字系统的想法是在17世纪由几位数学家提出的，特别是托马斯·哈里奥特，戈特弗里德·威廉·莱布尼茨，胡安·卡拉梅尔·洛布维茨和埃哈德·魏格尔。早在16世纪末，德国数学家安东·舒尔茨就描述了以24为基数的数字系统，并展示了该系统的基本算术运算。舒尔茨在1584年出版的《商业算术》教科书中提到了一个例子，并在1600年出版的教科书的扩展版中进行了稍微修改。
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引用次数: 0
The edition of Leibniz’s mathematical writings: past, present and future 莱布尼茨的数学著作的版本：过去，现在和未来
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.07.004
Siegmund Probst
The edition of Leibniz's mathematical writings is a monumental task: 10,000 manuscript pages will fill 30 volumes (out of 130 planned for his complete works). At his death (1716), only 1 book and ∼100 journal articles were published. 19th century editions by Gerhardt (1849-1863) greatly increased availability. In the 20th century, Eberhard Knobloch spearheaded the Academy Edition (Series VII), publishing 4 volumes (1990-2008) with 90% unpublished texts. Volumes 1-7 cover Leibniz's Paris years (1672-1676). Future plans: 22 more volumes in 30 years, requiring 2 to 8 editors. Collaborations (ERC Philiumm) already yield online pre-editions and translations, boosting worldwide Leibniz research.1
莱布尼茨的数学著作的版本是一项艰巨的任务：10,000页手稿将填满30卷（他的全部作品计划有130卷）。到他去世时（1716年），只出版了1本书和约100篇期刊文章。19世纪格哈特（1849-1863）的版本大大增加了可用性。在20世纪，Eberhard Knobloch率先推出了学院版（系列VII），出版了4卷（1990-2008），其中90%的文本未发表。卷1-7涵盖莱布尼茨的巴黎年（1672-1676）。未来计划：30年内再增加22卷，需要2 - 8位编辑。合作（ERC Philiumm）已经产生了在线预版本和翻译，促进了全球莱布尼茨的研究
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引用次数: 0
Sir Thomas Muir’s History of Determinants (1890-1930): the making of a mathematical monument 托马斯·缪尔爵士的《行列式的历史》（1890-1930）：一座数学丰碑的建立
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.08.001
Tony Crilly , Peter Elliott
Using hitherto unpublished material we chart the creation of Sir Thomas Muir’s magnum opus on determinants, a landmark in the history of mathematics. Between 1906–1930 Muir published 5 vol on the history of determinants, a monument for which he is best remembered.
En nous référant à des documents jusqu'ici inédits, nous traçons la voie vers la publication du magnum opus de Sir Thomas Muir sur l'histoire des déterminants, un jalon dans l'histoire des mathématiques. Entre 1906 et 1930, Muir a publié 5 vol sur l'histoire des déterminants, un monument; dont on se souvient aujourd'hui.
在这里，你可以找到托马斯·缪尔爵士（Sir Thomas Muir）关于决定因素的巨著的创作，这是数学史上的一个里程碑。1906年至1930年间，缪尔出版了五卷关于行为人历史的书，这是他最广为人知的纪念碑。通过参考以前未发表的文献，我们为托马斯·缪尔爵士关于决定因素史的巨著的出版铺平了道路，这是数学史上的一个里程碑。从1906年到1930年，缪尔出版了五卷关于决定因素的历史，这是一座纪念碑。我们今天还记得。
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引用次数: 0
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.04.005
Glen Van Brummelen
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引用次数: 0
Johannes Hjelmslev – mathematician and mathematics educator 约翰内斯·海姆斯列夫-数学家和数学教育家
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.08.002
Horst Struve , Rolf Struve
Johannes Hjelmslev (1873 - 1950) was a renowned Danish mathematician and one of the most remarkable mathematicians of his time. A special feature is that he was active in two fields, mathematics (the foundations of geometry) and the didactics of mathematics (the didactics of geometry). He not only contributed original and fruitful ideas to both areas, but also had a significant impact on the concept of mathematics and school mathematics until the present day. While historical appraisals have already been published on individual topics of his research work - for example on his so-called geometry of reality (Lützen, 2021) - a summarizing presentation and appraisal of his work in both fields in a historical context is still lacking. This is the aim of this article, which, incidentally, is a response on the less appreciative assessment of Hjelmslev's achievements and his geometry of reality by Lützen (2021).
Johannes Hjelmslev（1873 - 1950）是一位著名的丹麦数学家，也是他那个时代最杰出的数学家之一。他的一个特点是活跃于数学（几何基础）和数学教学法（几何教学法）两个领域。他不仅在这两个领域贡献了原创性和富有成果的思想，而且对数学和学校数学的概念产生了重大影响，直到今天。虽然对他的研究工作的个别主题已经发表了历史评价-例如他所谓的现实几何(l tzen, 2021) -在历史背景下对他在这两个领域的工作的总结和评价仍然缺乏。这是本文的目的，顺便说一句，这是对岑（2021）对海姆斯列夫的成就和他的现实几何的不太赞赏的评价的回应。
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引用次数: 0
IF 0.4 3区 哲学 Q3 HISTORY & PHILOSOPHY OF SCIENCE
Historia Mathematica
Pub Date : 2025-09-01 DOI: 10.1016/j.hm.2025.05.001
Reinhard Siegmund-Schultze
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引用次数: 0
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