The Chemistry of Relations the Periodic Table Examined Through the Lens of C.S
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Josiah Parsons Cooke Jr.: Epistemology in the Service of Science, Pedagogy, and Natural Theology
Josiah Parsons Cooke Jr.: Epistemology in the Service of Science, Pedagogy, and Natural Theology Stephen M. Contakes and Christopher Kyle Abstract: Josiah Parsons Cooke established chemistry education at Harvard University, initiated an atomic weight research program, and broadly impacted American chemical education through his students, the introduction of labo- ratory instruction, textbooks, and influence on Harvard’s admissions require- ments. The devoutly Unitarian Cooke also articulated and defended a biogeo- chemical natural theology, which he defended by arguing for commonalities between the epistemologies of science and religion. Cooke’s pre-Mendeleev classification scheme for the elements and atomic weight research were moti- vated by his interest in numerical order in nature, which reflected his belief in a divine lawgiver. Keywords: Biography, philosophy of education, epistemology of science, natural theology, chemistry and religion. 1. Introduction Today, Harvard University’s Department of Chemistry and Chemical Biol- ogy is among the finest in the world, counting three Nobel laureates and 17 members of the National Academy of Sciences among its 37 faculty (Jacob- son 2010). Its road to this distinction began inauspiciously in 1850 with the appointment of a 23-year old largely self-taught chemist, Josiah Parsons Cooke, as Erving Professor of Chemistry and Mineralogy. Over the interven- ing 44 years, Cooke’s strenuous and fruitful efforts as a teacher, department builder, researcher, and science popularizer significantly advanced chemistry instruction both at Harvard and throughout the Unites States. His efforts were so successful that after his death Harvard President Charles W. Eliot claimed Cooke “created the Chemical and Mineralogical department of Har- vard University” (Eliot 1895, p. -
Jean-Baptiste Charles Joseph Bélanger (1790-1874), the Backwater Equation and the Bélanger Equation
THE UNIVERSITY OF QUEENSLAND DIVISION OF CIVIL ENGINEERING REPORT CH69/08 JEAN-BAPTISTE CHARLES JOSEPH BÉLANGER (1790-1874), THE BACKWATER EQUATION AND THE BÉLANGER EQUATION AUTHOR: Hubert CHANSON HYDRAULIC MODEL REPORTS This report is published by the Division of Civil Engineering at the University of Queensland. Lists of recently-published titles of this series and of other publications are provided at the end of this report. Requests for copies of any of these documents should be addressed to the Civil Engineering Secretary. The interpretation and opinions expressed herein are solely those of the author(s). Considerable care has been taken to ensure accuracy of the material presented. Nevertheless, responsibility for the use of this material rests with the user. Division of Civil Engineering The University of Queensland Brisbane QLD 4072 AUSTRALIA Telephone: (61 7) 3365 3619 Fax: (61 7) 3365 4599 URL: http://www.eng.uq.edu.au/civil/ First published in 2008 by Division of Civil Engineering The University of Queensland, Brisbane QLD 4072, Australia © Chanson This book is copyright ISBN No. 9781864999211 The University of Queensland, St Lucia QLD JEAN-BAPTISTE CHARLES JOSEPH BÉLANGER (1790-1874), THE BACKWATER EQUATION AND THE BÉLANGER EQUATION by Hubert CHANSON Professor, Division of Civil Engineering, School of Engineering, The University of Queensland, Brisbane QLD 4072, Australia Ph.: (61 7) 3365 3619, Fax: (61 7) 3365 4599, Email: [email protected] Url: http://www.uq.edu.au/~e2hchans/ REPORT No. CH69/08 ISBN 9781864999211 Division of Civil Engineering, The University of Queensland August 2008 Jean-Baptiste BÉLANGER (1790-1874) (Courtesy of the Bibliothèque de l'Ecole Nationale Supérieure des Ponts et Chaussées) Abstract In an open channel, the transition from a high-velocity open channel flow to a fluvial motion is a flow singularity called a hydraulic jump. -
Chemistry in Italy During Late 18Th and 19Th Centuries
CHEMISTRY IN ITALY DURING LATE 18TH AND 19TH CENTURIES Ignazio Renato Bellobono, CSci, CChem, FRSC LASA, Department of Physics, University of Milan. e-mail add ress : i.bell obon o@ti scali.it LASA, Dept.Dept. ofPhysics, Physics, University of Milan The birth of Electrochemistry Luigi Galvani, Alessandro Volta, and Luigi Valentino Brugnatelli From Chemistry to Radiochemistry The birth of Chemistry and Periodic Table Amedeo Avogadro and Stanislao Cannizzaro Contributions to Organic Chemistry LASA, Dept.Dept. ofPhysics, Physics, University of Milan 1737 At the Faculty of Medicine of the Bologna University, the first chair of Chemistry is establishedestablished,,andandassigned to Jacopo Bartolomeo BECCARI (1692-1766). He studied phosphorescence and the action of light on silver halides 1776 In some marshes of the Lago Maggiore, near AngeraAngera,, Alessandro VOLTA ((17451745--18271827),),hi gh school teacher of physics in Como, individuates a flammable gas, which he calls aria infiammabile. Methane is thus discovereddiscovered.. Two years laterlater,,heheis assignedassigned,,asas professor of experimental phihysicscs,,toto the UiUniversi ty of PiPavia LASA, DtDept. of PhPhys icscs,, University of Milan 1778 In aletter a letter to Horace Bénédict de Saussure, aaSwissSwiss naturalist, VOLTA introduces, beneath that of electrical capacitycapacity,, the fundamental concept of tensione elettrica (electrical tension), exactly the name that CITCE recommended for the difference of potential in an electrochemical cell. 17901790--17911791 VOLTA anticipatesanticipates,,bybyabout 10 yearsyears,,thethe GAYGAY--LUSSACLUSSAC linear de ppyendency of gas volume on tem pp,erature, at constant pressurepressure,,andandafew a fewyears later ((17951795)) anticipatesanticipates,,byby about 6years 6 years,,thethe soso--calledcalled John Dalton’s rules ((18011801))ononvapour pressure LASA, Dept.Dept. -
Proceedings of the American Academy of Arts and Sciences
1 • I / i PROCEEDINGS AMERICAN ACADEMY ARTS AND SCIENCES. NEW SERIES. Vol. IX. WHOLE SERIES. Vol. XVII. FROM JUNE, 1881, TO JUNE, 1882. SELECTED FROM THE RECORDS. BOSTON: UNIVERSITY PRESS: JOHN WILSON AND SON. 1882. X fi^ CONTENTS. PAQE I. Contributions from the Chemical Laboratory of Harvard College. By Josiah Parsons Cooke 1 II. On the Spectrum of Arsenic. By Oliver W. Huntington 35 III. Thermoelectricity. — Peltier and Thomson Effects. By Charles Bingham Penrose 39 IV. Thermoelectric Line of Copper and Nickel below 0°. By Charles Bingham Penrose 47 V. Crystalline Form of Cryolite. By W. H. Melville ... 55 VI. Researches on the Complex Inorganic Acids. Phospho-molyb- dates. By Wolcott Gibbs, M.D . 62 VII. An Indirect Determination of Chlorine and Bromine by Elec- trolysis. By' Leonard P. Kixnicutt 91 VIII. Contributions from the Chemical Laboratory of Harvard Col- lege. By Charles F. Mabery 94 "^ IX. On Certain Substances obtainedfrom Turmeric. — I. Curcumin. By C. Loring Jackson and A. E. Menke 110 X. Contributions from the Chemical Laboratory of Harvard Col- lege. By Henry B. Hill 125 XI. XV. — Simple Method for Calibrating T'hermometers. By Silas W. Holman 157 XII. Contributions to North American Botany. By Asa Gray . 163 XIII. The Wedge Photometer. By Edward C. Pickering . 231 XIV. On the Color and the Pattern of Insects. By Dr. II. A. Hagen 234 IV CONTENTS. PAGE XV. On Telephoning over long Distances or through Cables. By N. D. C. Hodges 268 XVI. On the Young Stages of some Osseous Fishes. With Plates. By Alexander Agassiz 271 XVII. XVI. -
A Prologue to Charles Sanders Peirce's Theory of Signs
In Lieu of Saussure: A Prologue to Charles Sanders Peirce’s Theory of Signs E. San Juan, Jr. Language is as old as consciousness, language is practical consciousness that exists also for other men, and for that reason alone it really exists for me personally as well; language, like consciousness, only arises from the need, the necessity, of intercourse with other men. – Karl Marx, The German Ideology (1845-46) General principles are really operative in nature. Words [such as Patrick Henry’s on liberty] then do produce physical effects. It is madness to deny it. The very denial of it involves a belief in it. – C.S. Peirce, Harvard Lectures on Pragmatism (1903) The era of Saussure is dying, the epoch of Peirce is just struggling to be born. Although pragmatism has been experiencing a renaissance in philosophy in general in the last few decades, Charles Sanders Peirce, the “inventor” of this anti-Cartesian, scientific- realist method of clarifying meaning, still remains unacknowledged as a seminal genius, a polymath master-thinker. William James’s vulgarized version has overshadowed Peirce’s highly original theory of “pragmaticism” grounded on a singular conception of semiotics. Now recognized as more comprehensive and heuristically fertile than Saussure’s binary semiology (the foundation of post-structuralist textualisms) which Cold War politics endorsed and popularized, Peirce’s “semeiotics” (his preferred rubric) is bound to exert a profound revolutionary influence. Peirce’s triadic sign-theory operates within a critical- realist framework opposed to nominalism and relativist nihilism (Liszka 1996). I endeavor to outline here a general schema of Peirce’s semeiotics and initiate a hypothetical frame for interpreting Michael Ondaatje’s Anil’s’ Ghost, an exploratory or Copyright © 2012 by E. -
Former Fellows Biographical Index Part
Former Fellows of The Royal Society of Edinburgh 1783 – 2002 Biographical Index Part Two ISBN 0 902198 84 X Published July 2006 © The Royal Society of Edinburgh 22-26 George Street, Edinburgh, EH2 2PQ BIOGRAPHICAL INDEX OF FORMER FELLOWS OF THE ROYAL SOCIETY OF EDINBURGH 1783 – 2002 PART II K-Z C D Waterston and A Macmillan Shearer This is a print-out of the biographical index of over 4000 former Fellows of the Royal Society of Edinburgh as held on the Society’s computer system in October 2005. It lists former Fellows from the foundation of the Society in 1783 to October 2002. Most are deceased Fellows up to and including the list given in the RSE Directory 2003 (Session 2002-3) but some former Fellows who left the Society by resignation or were removed from the roll are still living. HISTORY OF THE PROJECT Information on the Fellowship has been kept by the Society in many ways – unpublished sources include Council and Committee Minutes, Card Indices, and correspondence; published sources such as Transactions, Proceedings, Year Books, Billets, Candidates Lists, etc. All have been examined by the compilers, who have found the Minutes, particularly Committee Minutes, to be of variable quality, and it is to be regretted that the Society’s holdings of published billets and candidates lists are incomplete. The late Professor Neil Campbell prepared from these sources a loose-leaf list of some 1500 Ordinary Fellows elected during the Society’s first hundred years. He listed name and forenames, title where applicable and national honours, profession or discipline, position held, some information on membership of the other societies, dates of birth, election to the Society and death or resignation from the Society and reference to a printed biography. -
A Century of Mathematics in America, Peter Duren Et Ai., (Eds.), Vol
Garrett Birkhoff has had a lifelong connection with Harvard mathematics. He was an infant when his father, the famous mathematician G. D. Birkhoff, joined the Harvard faculty. He has had a long academic career at Harvard: A.B. in 1932, Society of Fellows in 1933-1936, and a faculty appointmentfrom 1936 until his retirement in 1981. His research has ranged widely through alge bra, lattice theory, hydrodynamics, differential equations, scientific computing, and history of mathematics. Among his many publications are books on lattice theory and hydrodynamics, and the pioneering textbook A Survey of Modern Algebra, written jointly with S. Mac Lane. He has served as president ofSIAM and is a member of the National Academy of Sciences. Mathematics at Harvard, 1836-1944 GARRETT BIRKHOFF O. OUTLINE As my contribution to the history of mathematics in America, I decided to write a connected account of mathematical activity at Harvard from 1836 (Harvard's bicentennial) to the present day. During that time, many mathe maticians at Harvard have tried to respond constructively to the challenges and opportunities confronting them in a rapidly changing world. This essay reviews what might be called the indigenous period, lasting through World War II, during which most members of the Harvard mathe matical faculty had also studied there. Indeed, as will be explained in §§ 1-3 below, mathematical activity at Harvard was dominated by Benjamin Peirce and his students in the first half of this period. Then, from 1890 until around 1920, while our country was becoming a great power economically, basic mathematical research of high quality, mostly in traditional areas of analysis and theoretical celestial mechanics, was carried on by several faculty members. -
Charles Fréderic Gerhardt Jaime Wisniak
PARA QUITARLE EL POLVO La química en la historia, para la enseñanza Charles Fréderic Gerhardt Jaime Wisniak Resumen Charles-Victor Lobstein (1809-1863). Samuel Ger- Charles Fréderic Gerhardt (1816-1856) fue uno de los hardt, born in Switzerland, came from a well-known químicos más importantes del siglo diecinueve, cu - family of brewers. At a young age he moved to yas investigaciones y teorías ejercieron una poderosa Strasbourg where he found employment in the influencia en el desarrollo de la química. Su teoría Turckheim bank and married. His skills led to a fast de los tipos fue significativa en impulsar hacia ade- career and thus to provide his family with a prosper- lante la clasificación orgánica, poniéndola en una ous and cultured home. forma más racional, y en destronar el enfoque dua - Between 1824 and 1831 Charles attended the lista. La teoría de los tipos evolucionó hacia la idea local Gymnase Protestant, an institution controlled by de valencia. Gerhardt generalizó el concepto de the Lutheran Augsburg Confession. According to homología y equivalentes. Fue asimismo responsa- Carneiro (1993) the Gymnasium had been founded ble de la síntesis de un gran número de compuestos in 1538 by Jean Sturm (1507-1589), a German Lu - orgánicos, entre ellos anhidridos y cloruros de ácido, theran reformed who advocated and practiced the derivados del ácido salicílico, anilidas, y fosfamidas. propagation of knowledge through teaching and publication. This institution was highly regarded in Abstract the educational circle; it had resisted several at- Charles Fréderic Gerhardt (1816-1856) was one of tempts by the Ministry of Instruction to integrate it the most important chemists of the nineteenth cen- into the official Lycée program, particularly after the tury and whose researches and theories exerted a anti clerical atmosphere that was prevalent after powerful influence in the development of chemistry. -
A Philosophical Commentary on Cs Peirce's “On a New List
The Pennsylvania State University The Graduate School College of the Liberal Arts A PHILOSOPHICAL COMMENTARY ON C. S. PEIRCE'S \ON A NEW LIST OF CATEGORIES": EXHIBITING LOGICAL STRUCTURE AND ABIDING RELEVANCE A Dissertation in Philosophy by Masato Ishida °c 2009 Masato Ishida Submitted in Partial Ful¯lment of the Requirements for the Degree of Doctor of Philosophy August 2009 The dissertation of Masato Ishida was reviewed and approved¤ by the following: Vincent M. Colapietro Professor of Philosophy Dissertation Advisor Chair of Committee Dennis Schmidt Professor of Philosophy Christopher P. Long Associate Professor of Philosophy Director of Graduate Studies for the Department of Philosophy Stephen G. Simpson Professor of Mathematics ¤ Signatures are on ¯le in the Graduate School. ii ABSTRACT This dissertation focuses on C. S. Peirce's relatively early paper \On a New List of Categories"(1867). The entire dissertation is devoted to an extensive and in-depth analysis of this single paper in the form of commentary. All ¯fteen sections of the New List are examined. Rather than considering the textual genesis of the New List, or situating the work narrowly in the early philosophy of Peirce, as previous scholarship has done, this work pursues the genuine philosophical content of the New List, while paying attention to the later philosophy of Peirce as well. Immanuel Kant's Critique of Pure Reason is also taken into serious account, to which Peirce contrasted his new theory of categories. iii Table of Contents List of Figures . ix Acknowledgements . xi General Introduction 1 The Subject of the Dissertation . 1 Features of the Dissertation . -
(CHARLES HOLMES), 1867-1938. Charles H. Herty Papers, 1860-1938
HERTY, CHARLES H. (CHARLES HOLMES), 1867-1938. Charles H. Herty papers, 1860-1938 Emory University Stuart A. Rose Manuscript, Archives, and Rare Book Library Atlanta, GA 30322 404-727-6887 [email protected] Collection Stored Off-Site All or portions of this collection are housed off-site. Materials can still be requested but researchers should expect a delay of up to two business days for retrieval. Descriptive Summary Creator: Herty, Charles H. (Charles Holmes), 1867-1938. Title: Charles H. Herty papers, 1860-1938 Call Number: Manuscript Collection No. 8 Extent: 73.5 linear feet (147 boxes), 3 bound volumes (BV), and 1 oversized papers box and 2 oversized papers folders (OP) Abstract: Personal and professional papers of Georgia chemist Charles Holmes Herty, including correspondence, financial and legal records, manuscripts, notes, photographs, clippings and copies of articles and speeches dealing with Herty's research and interests, records of his work with professional organizations, and family photographs and memorabilia. Language: Materials entirely in English. Administrative Information Restrictions on Access Collection stored off-site. Researchers must contact the Rose Library in advance to access this collection. Terms Governing Use and Reproduction All requests subject to limitations noted in departmental policies on reproduction. Source Gift, 1957, with subsequent additions. Emory Libraries provides copies of its finding aids for use only in research and private study. Copies supplied may not be copied for others or otherwise distributed without prior consent of the holding repository. Charles H. Herty papers, 1860-1938 Manuscript Collection No. 8 Citation [after identification of item(s)], Charles H. Herty papers, Stuart A. -
The Generalization of Logic According to G.Boole, A.De Morgan
South American Journal of Logic Vol. 3, n. 2, pp. 415{481, 2017 ISSN: 2446-6719 Squaring the unknown: The generalization of logic according to G. Boole, A. De Morgan, and C. S. Peirce Cassiano Terra Rodrigues Abstract This article shows the development of symbolic mathematical logic in the works of G. Boole, A. De Morgan, and C. S. Peirce. Starting from limitations found in syllogistic, Boole devised a calculus for what he called the algebra of logic. Modifying the interpretation of categorial proposi- tions to make them agree with algebraic equations, Boole was able to show an isomorphism between the calculus of classes and of propositions, being indeed the first to mathematize logic. Having a different purport than Boole's system, De Morgan's is conceived as an improvement on syllogistic and as an instrument for the study of it. With a very unusual system of symbols of his own, De Morgan develops the study of logical relations that are defined by the very operation of signs. Although his logic is not a Boolean algebra of logic, Boole took from De Morgan at least one central notion, namely, the one of a universe of discourse. Peirce crit- ically sets out both from Boole and from De Morgan. Firstly, claiming Boole had exaggeratedly submitted logic to mathematics, Peirce strives to distinguish the nature and the purpose of each discipline. Secondly, identifying De Morgan's limitations in his rigid restraint of logic to the study of relations, Peirce develops compositions of relations with classes. From such criticisms, Peirce not only devises a multiple quantification theory, but also construes a very original and strong conception of logic as a normative science. -
Classic Model of Perception Pattern Recognition Challenge Robust
Classic Model of Perception Perception & Pattern Recognition Pattern Recognition Why is pattern recognition difficult? • Process of connecting perceptual • Accomplished with incomplete or information w/info in LTM ambiguous information – Visual Pattern Recognition – Auditory Pattern Recognition (Speech) – Importance of Context Challenge Robust • Many different exemplars are recognized • Used by on-line vendors to test for as being the same presence of a human (Turing Test) 1 Models of Pattern Recognition Template Matching • Template Models • Retinal image matched to pre- • Feature Models existing patterns • Neural Network Models • Recognition – when retinal image matches • Prototype Models pattern • Examples – Check Reading – Zip Code Sorting Problems • Image falls on wrong part of retina • Image different size than template • Orientation • Templates, templates, templates • New objects? Models of Pattern Recognition Feature Theory • Template Models • Stimuli broken down into features • Feature Models • Features combine and recombine • Prototype Models • Objects defined by • Neural Network Models – Constituent features – Relationships between features 2 Letter Recognition Pandemonium W A depiction of Selfridge’s (1959) Pandemonium model Supporting Evidence Hubel & Wiesel • Edge detection cells in cats (Hubel & • Different cells like different features Wiesel, 1962) Gibson, Shapiro, & Yonas (1968) Groupings by RT • Analyze letters in terms of features • Ask people to determine if 2 letters are the same vs. different • Compare the clustering of letters in the reaction time task to the similarities of the features 3 Find the ‘Z’ vs ‘Q’ Object Perception EIMVWX CDG9RU XMZWVI RDQOCG VIEXWM GRDCOU WVXQIE DCURZG Faster to find ‘Z’ on the right, Faster to find ‘Q’ on the left (due to letters w/similar features in the surround) Geons Degraded Objects • Can help explain recognition of degraded • Disrupt Geon • Deletion Control – (midsegment) objects – (concavity) Limitations of geons Features vs.