Charles Babbage and the Origins of Modern Computation by Matthew
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The Logarithmic Tables of Edward Sang and His Daughters
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by Elsevier - Publisher Connector Historia Mathematica 30 (2003) 47–84 www.elsevier.com/locate/hm The logarithmic tables of Edward Sang and his daughters Alex D.D. Craik School of Mathematics & Statistics, University of St Andrews, St Andrews, Fife KY16 9SS, Scotland, United Kingdom Abstract Edward Sang (1805–1890), aided only by his daughters Flora and Jane, compiled vast logarithmic and other mathematical tables. These exceed in accuracy and extent the tables of the French Bureau du Cadastre, produced by Gaspard de Prony and a multitude of assistants during 1794–1801. Like Prony’s, only a small part of Sang’s tables was published: his 7-place logarithmic tables of 1871. The contents and fate of Sang’s manuscript volumes, the abortive attempts to publish them, and some of Sang’s methods are described. A brief biography of Sang outlines his many other contributions to science and technology in both Scotland and Turkey. Remarkably, the tables were mostly compiled in his spare time. 2003 Elsevier Science (USA). All rights reserved. Résumé Edward Sang (1805–1890), aidé seulement par sa famille, c’est à dire ses filles Flora et Jane, compila des tables vastes des logarithmes et des autres fonctions mathématiques. Ces tables sont plus accurates, et plus extensives que celles du Bureau du Cadastre, compileés les années 1794–1801 par Gaspard de Prony et une foule de ses aides. On ne publia qu’une petite partie des tables de Sang (comme celles de Prony) : ses tables du 1871 des logarithmes à 7-places décimales. -
Hist-Math.Fr 0 La Manufacture À Logarithmes 1 Lazare Carnot
Une histoire de mathématiques à écouter sur hist-math.fr 0 La manufacture à logarithmes Le calcul des grandes Tables du Cadastre, pendant la Révolution, est un épisode majeur dans l’histoire de l’informatique. Rendez-vous compte : des centaines de milliers de logarithmes calculés avec 25 décimales exactes ! Ce qui a poussé Babbage à inventer l’ordi- nateur ! Euh ça, c’est ce qui se raconte. Qu’en est-il vrai- ment ? 1 Lazare Carnot (1753–1823) Un personnage clé dans cette histoire, comme d’ailleurs dans l’Histoire tout court de la Révolution française, est Lazare Carnot. Il était membre du co- mité de Salut Public en 1793, et il n’avait pas hésité à aller lui-même soutenir le moral des troupes de la République qui se battaient dans le Nord, quitte à destituer le général et prendre lui-même le com- mandement lors de la bataille de Wattignies, alors qu’il n’en avait pas le grade. Fêté comme l’organi- sateur de la victoire, il était intouchable sur le plan politique, du moins jusqu’à la restauration en 1815. 2 Métaphysique du calcul infinitésimal (1797) C’était aussi un scientifique, reconnu depuis son Es- sai sur les machines en 1783. Avec Monge, il est à l’origine de la création de l’École polytechnique et aussi du développement de la géométrie de situation. Il a en plus écrit cette « Métaphysique du calcul in- finitésimal », publiée en 1797, et rééditée plusieurs fois ensuite. Voici les premiers mots : 3 Métaphysique du calcul infinitésimal (1797) « Il y a quelques années que l’auteur de ces réflexions les a rédigées dans la forme où on les présente aujour- d’hui. -
Applied Mathematics” Anyway?
What Is \Applied Mathematics" Anyway? How the History of Fluid Mechanics Demonstrates the Role of Concepts in Applied Mathematics Stephen Perry April 2021 Submitted to the Graduate Faculty of the Philosophy Department at the University of Kentucky in partial fulfillment of the requirements for the degree of Bachelor of the Arts in Philosophy with Honors Contents 0 Introduction: Intepreting Physical Theory in Modern Science 1 0.1 The Syntactic and Semantic Views of Scientific Theories . .2 0.2 Scientific Theories and Metaphysics . .4 0.3 A Problem: Mathematics in Our Physical Theories . .5 0.4 Plan of the Paper . .6 0.5 Acknowledgments . .7 1 Accounting for Mathematics in Physical Theories 9 1.1 Pincock's Mapping Account of Applied Mathematics . .9 1.1.1 The Simple Mapping Account . 10 1.1.2 Idealization and Matching Models . 13 1.2 Mapping and Analytic Mathematics . 17 2 Case Study: Prantl's Boundary Layer Solution 23 2.1 An Interpretive Problem: Prandtl's Boundary Layer Solution . 23 2.2 The Derivation of the Navier-Stokes Equations and Prandtl's So- lution . 27 2.2.1 The Setting: French Mechanics at the Beginning of the 19th Century . 27 2.2.2 Practical Hydraulics vs. Rational Hydrodynamics . 31 2.2.3 Navier's and Others' Derivation . 34 2.2.4 Prandtl's Boundary Layer Solution . 42 2.3 Philosophical Analysis: Inventing Viscosity . 43 3 Building Mathematics: Historically-Motivated Analysis 49 3.1 The View From the History of Mathematics . 50 3.1.1 The Qibla Problem . 52 3.2 The Development of Mathematical Concepts: Complex Numbers 55 3.2.1 History of the Complex Numbers . -
Joseph-Marie Jacquard
Joseph-Marie Jacquard Born July 7, 1752, Lyons, France, died August 7, 1834, Ouillins, France; in the late eighteenth century Jacquard developed a practical automatic loom which wove patterns controlled by a linked sequence of punched cards; Jacquard looms are still in use today throughout the world. Jacquard's father was a silk weaver and his mother a pattern maker, but he pursued careers as a plasterer, cutler, type founder, and soldier, before he found an interest in his father's loom and began weaving fabric experimentally. His early career was during the period of the French Revolution and so he did not begin seriously to weave until the early years of Napoleon's reign. In 1803 Jacquard traveled to England to construct a loom to fabricate fish nets for the London Society of Arts. In February 1804 he completed the loom and was presented with the society's gold medal for his services, and 3000 FF for his efforts. Napoleon heard of Jacquard's achievements in England and summoned him to Paris to join the Conservatoire des Arts to work on looms for the Republic. Jacquard took the opportunity to study the automatic loom created by Jacques de Vaucanson in 1745, which, in turn, was based on the design of Falcon (1728), and used punched tape.1 Jacquard improved on Vaucanson's design by using punched cards to control the patterns which were to be woven. The cards were interconnected into a “program” and, as the weaving progressed, the cards passed over a perforated four-sided drum against which a set of needles, connected by wires to the warp threads, moved. -
Project Aneurin
The Aneurin Great War Project: Timeline Part 6 - The Georgian Wars, 1764 to 1815 Copyright Notice: This material was written and published in Wales by Derek J. Smith (Chartered Engineer). It forms part of a multifile e-learning resource, and subject only to acknowledging Derek J. Smith's rights under international copyright law to be identified as author may be freely downloaded and printed off in single complete copies solely for the purposes of private study and/or review. Commercial exploitation rights are reserved. The remote hyperlinks have been selected for the academic appropriacy of their contents; they were free of offensive and litigious content when selected, and will be periodically checked to have remained so. Copyright © 2013-2021, Derek J. Smith. First published 09:00 BST 30th May 2013. This version 09:00 GMT 20th January 2021 [BUT UNDER CONSTANT EXTENSION AND CORRECTION, SO CHECK AGAIN SOON] This timeline supports the Aneurin series of interdisciplinary scientific reflections on why the Great War failed so singularly in its bid to be The War to End all Wars. It presents actual or best-guess historical event and introduces theoretical issues of cognitive science as they become relevant. UPWARD Author's Home Page Project Aneurin, Scope and Aims Master References List BACKWARD IN TIME Part 1 - (Ape)men at War, Prehistory to 730 Part 2 - Royal Wars (Without Gunpowder), 731 to 1272 Part 3 - Royal Wars (With Gunpowder), 1273-1602 Part 4 - The Religious Civil Wars, 1603-1661 Part 5 - Imperial Wars, 1662-1763 FORWARD IN TIME Part -
Acknowledgements
1 Acknowledgements Many wonderful people have been a part of this project. I would first like to thank Dr. Maggie Cao. Her wit, scholarly example, and reassurance has been a guiding light throughout the thesis project and my time at UNC. I will never forget when she first encouraged me to search for questions rather than answers. I look forward to more conversations in years to come. Thanks to Dr. Bernie Herman’s special ability to pinpoint the kernels of any muddled truth. His synthesis of knowledge is contagious and I am lucky to have his mentorship. Special thanks is owed to Dr. Cary Levine, whose lectures make subtle appearances throughout this text. Special thanks to Professors Mark Hansen, Stanley Abe, and Daniel Anderson for reading earlier versions of this project. Their willingness to impart knowledge is a testament to mentorship. Unbeknownst to me, this thesis began when I wrote my first research project in the art history department with Dr. Daniel Sherman. A paper on Carol Summer’s screenprint, Kill for Peace, concretized both my interest in art history and my four-year search for holes. Dr. Sherman’s scholarly mentorship, balanced critique, and encouragement had a profound impact on my college experience. I thank him for pushing me towards art history. Thanks is also given to Josh Hockensmith, Alice Whitesell, and all of the library staff at the University of North Carolina. Countless other maintainers of information helped form this thesis throughout the country. The Winterthur Library, United States Postal Museum Library, the National American History Museum, Yale Libraries, and Harvard Libraries all were welcoming and gracious with my questions. -
Computer Design in the Handweaving Process Susan Aileen Poague Iowa State University
Iowa State University Capstones, Theses and Retrospective Theses and Dissertations Dissertations 1987 Computer design in the handweaving process Susan Aileen Poague Iowa State University Follow this and additional works at: https://lib.dr.iastate.edu/rtd Part of the Art and Design Commons, and the Fine Arts Commons Recommended Citation Poague, Susan Aileen, "Computer design in the handweaving process " (1987). Retrospective Theses and Dissertations. 7965. https://lib.dr.iastate.edu/rtd/7965 This Thesis is brought to you for free and open access by the Iowa State University Capstones, Theses and Dissertations at Iowa State University Digital Repository. It has been accepted for inclusion in Retrospective Theses and Dissertations by an authorized administrator of Iowa State University Digital Repository. For more information, please contact [email protected]. Computer design in the handweaving process by Susan Aileen Poague / A Thesis Submitted to the Graduate Faculty in Partial Fulfillment of the Requirements for the Degree of MASTER OF ARTS ^Department: Art and Design Major; Craft Design Signatures have been redacted for privacy Iowa State University Ames/ Iowa 1987 CopyrIght © Susan Alleen Poague, 1987. AH rights reserved II TABLE OF CONTENTS INTRODUCTION 1 CHAPTER I THE JACQUARD EVOLUTION—FROM LOOM-TO 4 COMPUTER AND BACK J, M, Jacquard and His Loom 4 Description of Jacquard's Invention 8 Charles Babbage and Herman Hollerith: 16 The First "Computers" What Is a Computer? 18 Bringing the Jacquard Loom to Computer Control 23 CHAPTER 2 -
A Brief Introduction to Computers Abacus - 2700–2300 BCE
A Brief Introduction to Computers Abacus - 2700–2300 BCE • Used by many ancient civilizations • Still used by merchants, traders and clerks in some parts of Eastern Europe, Russia, China and Africa 2 Antikythera Mechanism - 2nd Century BCE • First known analogue computer • Discovered in 148 ft. of water near the Greek island of Antikythera in 1902 3 John Napier (1550-1617) • Invented logarithms • Napier’s Bones • Led to the development of the slide rule 4 Blaise Pascal (1623-1662) • Invented the Pascaline – Addition and subtraction •“Can computers think?” 5 Joseph Marie Jacquard (1752-1834) • Invented the automatic loom • Father of the Industrial Revolution • Forerunner of the punched card Was opposed bitterly by the Luddites 6 Charles Babbage (1791-1871) • Difference Engine – never completed • Analytic Engine – never completed • Contains all the essential ideas of modern computers • Father of the Computer 7 Augusta Ada King-Noel, Countess of Lovelace (née Byron; 1815 –1852) • Worked with Babbage – Wrote a set of notes on the plans of the Analytic Engine • Consider to be the first computer programmer • Ada Lovelace’s Objection The Analytical Engine has no pretensions whatever to originate anything. It can do whatever we know how to order it to perform. It can follow analysis; but it has no power of anticipating any analytical relations or truths. 8 Herman Hollerith (1860 –1929) • Invented an electromechanical punched card tabulator for the US Census Bureau • His company later became IBM • Developed the standard punched card 9 Women Computers in World War II • Before the invention of electronic computers, “computer” was a job description, not a machine. -
Be Careful of the Differences Between INPUT and INPUT DEVICE OUTPUT and OUTPUT DEVICE!!
Chapter 1: Preliminary Concept 基本概念 http://www.i-garden.org FORM 4 COMPUTER STUDIES / PASCAL PROGRAMMING Chapter 1: Preliminary Concept 基本概念 March, 01 1.1. INPUT Ö PROCESS Ö OUTPUT • like many types of machines, computer operates according to the following sequence: • examples of I-P-O: INSTANCES INPUT STAGE PROCESS STAGE OUTPUT TAGE 例子 輸入階段 處理階段 輸出階段 INPUT INPUT PROCESS PROCESSING OUTPUT OUTPUT DEVICE DEVICE DEVICE 輸入 輸入設備 處理 處理設備 輸出 輸出設備 1. Photocopying A sheet of Paper tray, A light sensor light sensor, duplicate paper outlet document, a glass surface senses the carbon copies of the sheet of blank original sheet of drum original sheet paper document and puts carbon dots onto a piece of paper 2. Using a toaster Pieces of bread Toaster Converts Heat coils in Toasts Toaster electrical energy the toaster into heat, which radiates to the pieces of bread 3. Withdrawing ETC card card inlet the central ETC bills and cash and cash from ETC system verifies machine, receipt receipt machine password, central outlet adjusts the system balance Be careful of the differences between INPUT and INPUT DEVICE OUTPUT and OUTPUT DEVICE!! cs01_97.doc 1 of 1 Chapter 1: Preliminary Concept 基本概念 http://www.i-garden.org 1.2. STORED PROGRAMS Most automatic devices could “remember” and perform a defined set of instructions repetitively and automatically. This set of instructions is called a program. 1.2.1. Daily Examples of Stored Program Devices (a) Keymatic washing machine(洗衣機) (b) Music Box (音樂盒) (c) Video Cassette Recorder (d) ___________________________ -
Ruth Scheuing: Silkroads Brochure
Ruth Scheuing: Silkroads January 23 - April 4, 2010 13750 88 Avenue Surrey, BC V3W 3L1 604.501.5566 www.arts.surrey.ca Ruth Scheuing: Silkroads Ruth Scheuing’s residency and exhibition project Silkroads, examines the myths and metaphors of the Silk Road. Working with digital maps and images, ancient textile patterns, and a programmable loom, Scheuing creates intricately designed woven blankets. For each tapestry, she merges the patterns and geography of this important historic trade route with key historical textile designs that were instrumental in bridging the cultures and economies of East and West. This corridor across Asia known as the Silk Road moved commodities, people, and ideas, including those connected with art and design. The Silk Road transformed societies in fundamental ways — from the growth of urban trading centres to the spread of Buddhism, Christianity and Islam. We can think of the impact of the Silk Road as comparable to the profound economic, social, environmental and political impacts the Internet is having on global culture today. Working on one of only six computerized Jacquard looms in Canada, Scheuing will unite hand techniques and computer-aided technologies to create her Jacquard woven tapestries. Scheuing has arranged the TechLab so that it functions simultaneously as a shop window, contemporary gallery display, artist’s studio and factory floor. Brian Foreman Assistant Curator Ruth Scheing: Silkroads Artist’s Statement Textiles, specifically silk, came to symbolize exchange between East and West. Many other things, spices, ideas, religions, technologies and diseases also traveled along the Silkroad. It is not a specific road, but a route that went through different countries, depending on local politics, wars and goods to be traded. -
CALCULATION and the DIVISION of LABOR, 1750-1950 Lorraine
Features Conference Reports GHI News CALCULATION AND THE DIVISION OF LABOR, 1750-1950 31ST ANNUAL LECTURE OF THE GERMAN HISTORICAL INSTITUTE, WASHINGTON DC, NOVEMBER 9, 2017 Lorraine Daston MAX PLANCK INSTITUTE FOR THE HISTORY OF SCIENCE, BERLIN I. The Strange Death of Calculation The scene is a school room, in almost any epoch and any locale: it might be the house of an ancient Babylonian scribe, in which father taught son in learned lineages that stretched over centuries; or in Song Dynasty China, as students prepared for the imperial civil service examinations; or in fourteenth-century France, where an allegorized Geometria instructed cathedral school pupils; or nineteenth- century Prussia, whose schoolmasters had allegedly delivered a military victory over the French in 1870. In all of these classrooms, dispersed over centuries and continents, students would have been taught some version of the three fundamental cultural techniques that underlie all other cognitive practices in literate societies: reading, writing, and calculation. We have rich and vast histories of reading and writing; yet we barely have the rudiments of a history of calcula- tion. Why not? This lecture is an attempt to answer that question. The puzzle of why we lack a history of calculation is deepened by the fact that our oldest evidence for writing systems, for example from ancient Mesopotamia and the Mediterranean, suggests that alphabets are parasitic upon numerals. Somewhat disappointingly, many of the earliest surviving texts in Sumerian (c. 3500 BCE) and other ancient languages record not great epics like the Gilgamesh and the Iliad but rather what sound like merchants’ receipts: fi ve barrels of wine, twenty-two sheepskins, and so on. -
The Textile Museum, the Textile Museum, Yukari
THE TEXTILE MUSEUM, YUKARI Hello! And welcome to the Textile Museum, Yukari. The Textile Museum, Yukari brings Kiryu’s weaving history to life by providing looms which can actually be operated by visitors. Viewing the materials exhibited in the showcases and operating the machines themselves gives you the opportunity to follow in the footsteps of Kiryu’s textile history through the ages. If you wish to try the machines, please ask for assistance from one of the museum staff members. The museum preserves, maintains and displays ancient to modern weaving implements, and showcases the techniques for the cultivation of silkworms and production of silk yarn. In addition, the museum provides opportunities to experience firsthand the traditional techniques of indigo dyeing. Yukari also operates a school for dyeing and hand-weaving. Experienced artisans teach classes from introductory through advanced levels. The museum shop sells items of clothing, traditional crafts, weaving supplies and other popular souvenirs. Before beginning the tour, first close your eyes and try to imagine Kiryu during the heyday of the silk industry. From the end of the Edo Era, weaving looms and mass production techniques were quickly introduced in Japan. Not only did the domestic market for silk grow, but also, Japanese businessmen were eager to get a share of the growing international silk market. Kiryu silk weavers were astute in adapting local production techniques to meet the demands of overseas markets. They were also entrepreneurial in the creation of new weaving machinery, thrusting Kiryu to the forefront of the Japanese silk industry. By the turn of the 20 th century, the rhythmic sounds of looms eminating from weaving mills could be heard in every part of the city.