The Oxford Handbook of the History of Mathematics

The Oxford Handbook of the History of Mathematics pdf epub mobi txt 电子书 下载 2026

出版者:Oxford University Press
作者:Eleanor Robson (EDT)
出品人:
页数:926
译者:
出版时间:2009-2-18
价格:USD 175.00
装帧:Hardcover
isbn号码:9780199213122
丛书系列:
图书标签:
  • 数学
  • 英文原版
  • 数学史
  • 历史
  • 数学史
  • 数学
  • 历史
  • 牛津手册
  • 学术著作
  • 科学史
  • 数学哲学
  • 数学教育
  • 数学家
  • 数学发展
想要找书就要到 图书目录大全
立刻按 ctrl+D收藏本页
你会得到大惊喜!!

具体描述

This Handbook explores the history of mathematics under a series of themes which raise new questions about what mathematics has been and what it has meant to practice it. It addresses questions of who creates mathematics, who uses it, and how. A broader understanding of mathematical practitioners naturally leads to a new appreciation of what counts as a historical source. Material and oral evidence isdrawn upon as well as an unusual array of textual sources. Further, the ways in which people have chosen to express themselves are as historically meaningful as the contents of the mathematics they have produced. Mathematics is not a fixed and unchanging entity. New questions, contexts, and applications all influence what counts as productive ways of thinking. Because the history of mathematics should interact constructively with other ways of studying the past, the contributors to this book come from a diverse range of intellectual backgrounds in anthropology, archaeology, art history, philosophy, and literature, as well as history of mathematics more traditionally understood.

The thirty-six self-contained, multifaceted chapters, each written by a specialist, are arranged under three main headings: 'Geographies and Cultures', 'Peoples and Practices', and 'Interactions and Interpretations'. Together they deal with the mathematics of 5000 years, but without privileging the past three centuries, and an impressive range of periods and places with many points of cross-reference between chapters. The key mathematical cultures of North America, Europe, the Middle East, India, and China are all represented here as well as areas which are not often treated in mainstream history of mathematics, such as Russia, the Balkans, Vietnam, and South America. A vital reference for graduates and researchers in mathematics, historians of science, and general historians.

好的,下面是关于一部未提及您所列书籍名称的图书的详细简介: --- 《宇宙的织锦:从古代星辰到量子泡沫的物理学史诗》 导言:探寻存在的基石 《宇宙的织锦》并非仅仅是一部物理学史教科书,它是一部关于人类认知边界拓展的宏大叙事诗。本书以一种跨越数千年的广阔视角,追溯了我们试图理解物质、能量、空间和时间本质的艰辛历程。它描绘了人类如何从对自然现象的朴素敬畏,一步步构建出描述宇宙运行机制的严密理论框架。全书不仅关注理论的诞生与演进,更深入探讨了那些驱动科学革命的哲学思辨、技术突破以及关键人物的个人挣扎与天才闪光。 本书的核心驱动力在于揭示科学思想的连续性与断裂性。我们审视了亚里士多德的宇宙观如何统治了近两千年,以及伽利略和牛顿如何以革命性的数学工具将其彻底颠覆。随后的篇章则聚焦于十九世纪经典物理学的辉煌顶峰——电磁学和热力学的成熟,以及它所揭示的宇宙图景的和谐与完备性。然而,正是这种“完备性”的错觉,为二十世纪初量子力学和相对论的诞生铺设了必要的舞台,预示着物理学将迎来最深刻的范式转移。 第一部分:溯源与奠基——从哲学思想到机械宇宙(古代至17世纪) 本部分深入探讨了早期文明对自然世界的观测与解释体系。从古巴比伦和古埃及对天象的精确记录,到古希腊哲学家如毕达哥拉斯、柏拉图和亚里士多德对“元素”与“运动”的本体论思考。我们将重点分析托勒密地心说的结构及其在维护宇宙秩序中的关键作用。 随后,叙事聚焦于文艺复兴晚期和科学革命的黎明。哥白尼的日心说不仅仅是天文学的更迭,更是对人类在宇宙中地位的重新定位。第谷·布拉赫的精确观测数据,为开普勒推导出行星运动三大定律提供了不可或缺的经验基础。最后,本书以牛顿的《自然哲 با原理》(Principia Mathematica)作为古典物理学的开篇巨著。我们详细剖析了牛顿如何统一了天体运行与地面抛体运动,奠定了绝对时空观和万有引力定律,塑造了一个可被精确计算的、如同一部宏大钟表般运作的机械宇宙。 第二部分:成熟与危机——经典物理学的黄昏(18世纪至19世纪末) 本卷聚焦于牛顿体系建立后,物理学在各个分支的深入发展。热力学的建立是核心议题之一。从焦耳、卡诺到开尔文和麦克斯韦,本书勾勒出人类如何理解能量转换、熵的不可逆性以及热力学第二定律对“时间之箭”的暗示。我们细致考察了统计力学(玻尔兹曼)如何试图将宏观规律还原为微观粒子的随机运动,并探讨了这在哲学上带来的决定论困境。 电磁学的统一是十九世纪的巅峰成就。法拉第的实验洞察力与麦克斯韦的数学天才相结合,将电、磁、光现象整合为一个统一的框架。本书详细阐述了麦克斯韦方程组的革命性意义——预言了电磁波的存在,并以光速传播,看似为物理学划上了一个完美的句号。然而,在这些看似坚实的理论的边缘,一些难以解释的现象——如黑体辐射的“紫外灾难”、迈克耳孙-莫雷实验对以太的否定,以及电子的发现——预示着这个完美机械宇宙即将面临前所未有的挑战。 第三部分:重构实在——相对论与量子革命(20世纪初至今) 本书的第三部分是关于物理学最激动人心的断裂。 狭义相对论部分,着重分析爱因斯坦如何从拒绝“绝对时间”和“以太”的假设出发,推导出时空相对性、质能等价($E=mc^2$)以及洛伦兹变换的深刻内涵。我们随后探讨了广义相对论——引力不再是超距作用力,而是时空自身的几何弯曲。本书详细解读了广义相对论的实验验证,包括水星近日点进动、光线弯曲,并展望了黑洞、引力波的现代观测成就。 量子力学的叙事线索则更为曲折。从普朗克对能量量子化的引入,到玻尔原子模型的成功与局限,再到海森堡的矩阵力学与薛定谔的波动力学的殊途同归。本书重点剖析了量子力学的核心悖论:波粒二象性、不确定性原理以及哥本哈根诠释中“观测者”的介入。我们深入探讨了爱因斯坦与玻尔之间关于实在本质的著名争论(EPR佯谬),以及量子纠缠现象如何挑战了我们对局域实在性的基本直觉。 第四部分:前沿与展望——统一的追求 最后,本书将目光投向二十世纪下半叶至今的物理学前沿。 粒子物理学:标准模型的建立,对夸克、轻子和规范玻色子的描述,以及对希格斯玻色子的发现。这部分强调了高能加速器在检验和拓展理论模型中的核心地位。 宇宙学:从哈勃对宇宙膨胀的观测,到大爆炸模型的建立,再到宇宙微波背景辐射(CMB)的发现,揭示了宇宙的起源、演化和年龄。 未竟的宏伟目标:本书的收官部分探讨了当前物理学面临的两大未解之谜:量子引力的缺失(即如何将广义相对论与量子场论调和)以及暗物质与暗能量的本质。我们将概述弦理论、圈量子引力等试图构建“万有理论”的尝试,并讨论实验物理学家如何设计下一代实验来突破我们对物质和时空的最深层理解。 结论:未完成的探索 《宇宙的织锦》最终旨在向读者传达一种深刻的认识:物理学史不是一系列已解决的问题的清单,而是一个永无止境的、关于好奇心如何驱动人类认知超越自身局限的史诗。每一次理论的胜利,都伴随着新的、更深层次的谜团。我们对宇宙的理解越深入,就越能意识到我们所知的,相对于我们所未知的,是何其微小。这本书邀请读者,与那些最伟大的思想家一同,站在知识的悬崖边,凝视那片广袤无垠、充满未解之谜的宇宙深处。 ---

作者简介

Eleanor Robson is a Senior Lecturer in the Department of History and Philosophy of Science at the University of Cambridge and a Fellow of All Souls College, Oxford. She is the author of Mesopotamian mathematics, 2100-1600 BC (1999), Mathematics in ancient Iraq: a social history (2008), and many articles on the socio-intellectual history of the cuneiform world. She is co-director of an AHRC-funded project on the geography of knowledge in Assyria and Babylonia.

Jacqueline Stedall is Junior Research Fellow in Mathematics at The Queen's College, Oxford. Her research focuses on European mathematics from the 16th century to the 18th with a special interest in the development of algebra. Recent publications include Mathematics Emerging: a sourcebook, 1540-1900 (2008) and The 'Magisteria magna' of Thomas Harriot (2008, with Janet Beery). She is also editor of the BSHSM Bulletin, journal of the British Society of the History of Mathematics.

Contributors:

David Aubin - Institut de mathématiques de Jussieu, Université Pierre et Marie Curie, Paris

Markus Asper - Assistant Professor of Classics, New York University

June Barrow-Green - Lecturer in the history of mathematics at the Open University

Kate Bennett - Independent Scholar

Carol Bier - Research Associate at The Textile Museum in Washington, DC

Sonja Brentjes - History Department, Ludwig Maximilians University, Munich

and University of Seville

Carrie Brezine - Harvard University Department of Anthropology

Stephen Chrisomalis - Faculty Lecturer in the Department of Anthropology, McGill University, Montreal

Christopher Cullen - Director of the Needham Research Institute, Fellow of Darwin College, and Honorary Professor of the History of East Asian Science, Technology and Medicine, University of Cambridge

Leo Corry - Director of the Cohn Institute for History and Philosophy of Science and Ideas, Tel Aviv University

Mary Croarken - Visiting Research Fellow at the University of Warwick

John Denniss - British Society for the History of Mathematics, Mathematical Association,

and Textbook Colloquium

Jeremy Gray - Open University and the University of Warwick

William L Hanaway - Professor Emeritus of Near Eastern Languages and Civilizations, University of Pennsylvania

Dimitri Gouzévitch - Doctor in Engineering Sciences, Centre d'Etudes des Mondes russe, caucasien et centre-européen, EHESS, Paris

Irina Gouzévitch - Doctor in History of Technology, Ecole des Hautes Etudes en Sciences Sociales

Centre, Alexander Koyré, EHESS, Paris

Niccolò Guicciardini - Facoltà di Scienze Umanistiche, Università di Bergamo, Italy

Annette Imhausen - Junior Professor, History of Mathematics, Johannes Gutenberg University, Mainz, and Cambridge University

Catherine Jami - Senior Researcher, REHSEIS, Université Denis Diderot et CNRS, Paris

Tinne Hoff Kjeldsen - Associate Professor, Institut for Natur, Systemer og Modeller, Roskilde University, Denmark

Snezana Lawrence - Education Officer of the British Society for the History of Mathematics and Simon Langton Grammar School for Boys, Canterbury, UK

G E R Lloyd - Needham Research Institute, Cambridge

Massimo Mazzotti - Lecturer, Department of Sociology and Philosophy, School of Humanities and Social Sciences, University of Exeter

Karen Hunger Parshall - Professor of History and Mathematics, University of Virginia and Chair of the International Commission for the History of Mathematics

Kim Plofker - Visiting Assistant Professor of Mathematics at Union College in Schenectady, NY, USA

Volker R Remmert - Assistant Professor of History of Science and History of Mathematics, University of Mainz

Eleanor Robson - Senior Lecturer in the Department of History and Philosophy of Science at the University of Cambridge and a Fellow of All Souls College Oxford

David Gilman Romano - University of Pennsylvania Museum of Archaeology and Anthropology

and Department of Classical Studies, University of Pennsylvania

Sabine Rommevaux - CNRS, Centre d'études supérieures de la Renaissance, Tour

Corinna Rossi - Collegio di Milano and co-director of the North Kharga Oasis Survey

Ken Saito - Associate Professor, School of Humanities and Social Sciences, Osaka Prefecture University

Reinhard Siegmund-Schulze - Professor of the history of mathematics, University of Agder, Kristiansand, Norway

Brian Spooner - Professor of Anthropology, University of Pennsylvania

Jacqueline Stedall - Junior Research Fellow in Mathematics at The Queen's College, Oxford

Mark Thakkar - Balliol College, Oxford University

Gary Urton - Dumbarton Oaks Professor of Pre-Columbian Studies, Archaeology program of the Department of Anthropology, Harvard University

Alexei Volkov - Center for General Education and Institute of History, National Tsing Hua University, Taiwan

Benjamin Wardhaugh - Post-Doctoral Research Fellow at All Souls College, Oxford

目录信息

Eleanor Robson and Jacqueline Stedall: Introduction
Geographies and Cultures: Global
1.1: G E R Lloyd: What was mathematics in the ancient world? Greek and Chinese perspectives
1.2: Gary Urton: Mathematics and authority: a case study in New and Old World accounting
1.3: Catherine Jami: Heavenly learning, statecraft, and scholarship: the Jesuits and their mathematics in China
1.4: Karen Parshall: The internationalization of mathematics in a world of nations, 1800-1960
Geographies and Cultures: Regional
2.1: Markus Asper: The two cultures of mathematics in ancient Greece
2.2: Jacqueline Stedall: Tracing mathematical networks in seventeenth-century England
2.3: Alexei Volkov: Mathematics and mathematics education in traditional Vietnam
2.4: Snezana Lawrence: A Balkan trilogy: mathematics in the Balkans before the First World War
Geographies and Cultures: Local
3.1: Eleanor Robson: Mathematics education in an Old Babylonian scribal school
3.2: David Gilman Romano: The archaeology of mathematics in an ancient Greek city
3.3: Massimo Mazzotti: Engineering the Neapolitan state
3.4: David Aubin: Observatory mathematics in the nineteenth century
People and Practices: Lives
4.1: Sonja Brentjes: Patronage of the mathematical sciences in Islamic societies
4.2: Kate Bennett: John Aubrey and the 'Lives of our English mathematical writers'
4.3: Irina and Dmitri Gouzévitch: Introducing mathematics, building an empire: Russia under Peter I
4.4: Mary Croarken: Human computers in eighteenth and nineteenth-century Britain
People and Practices: Practices
5.1: Corinna Rossi: Mixing, building, and feeding: mathematics and technology in ancient Egypt
5.2: Brian Spooner and William Hanaway: Siyaq: numerical notation in the Persianate world
5.3: John Denniss: Learning arithmetic: textbooks and their users in England 1500-1900
5.4: Carrie Brezine: Algorithms and automation: mathematics and weaving
People and Practices: Presentation
6.1: Stephen Chrisomalis: The cognitive and cultural foundations of numbers
6.2: Kim Plofker: Sanskrit mathematical verse
6.3: Volker Remmert: Antiquity, nobility, and utility: picturing the Early Modern mathematical sciences
6.4: Leo Corry: Writing the ultimate mathematical textbook: Nicolas Bourbaki's Eléments de mathématique
Interactions and Interpretations: Intellectual
7.1: Christopher Cullen: People and numbers in early imperial China
7.2: Mark Thakkar: Mathematics in fourteenth-century theology
7.3: Benjamin Wardhaugh: Mathematics, music, and experiment in late seventeenth-century England
7.4: Jeremy Gray: Modernism in mathematics
Interactions and Interpretations: Mathematical
8.1: Sabine Rommeveaux: The transmission of the Elements to the Latin West: three case studies
8.2: Niccolo Guicciardini: 'Gigantic implements of war': images of Newton as a mathematician
8.3: June Barrow-Green: From cascades to calculus: Rolle's Theorem
8.4: Tinne Hoff Kjeldsen: Abstraction and application: new contexts, new interpretations in twentieth-century mathematics
Interactions and Interpretations: Historical
9.1: Annette Imhausen: Traditions and myths in the historiography of Egyptian mathematics
9.2: Ken Saito: Reading ancient Greek mathematics
9.3: Carol Bier: Number, shape, and the nature of space: thinking through Islamic art
9.4: Reinhard Siegmund-Schultze: The historiography and history of mathematics in the Third Reich
About the contributors
Index
· · · · · · (收起)

读后感

评分

评分

评分

评分

评分

用户评价

评分

评分

评分

评分

评分

本站所有内容均为互联网搜索引擎提供的公开搜索信息,本站不存储任何数据与内容,任何内容与数据均与本站无关,如有需要请联系相关搜索引擎包括但不限于百度google,bing,sogou

© 2026 book.wenda123.org All Rights Reserved. 图书目录大全 版权所有