The Collaboration Between Anatomists and Mathematicians in the Mid-Seventeenth Century with a Study of Images As Experiments and Galileo’S Role in Steno’S Myology
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Harvey Tercentenary WILLIAM HARVEY: the MAN and the COLLEGE of PHYSICIANS
Harvey Tercentenary WILLIAM HARVEY: THE MAN AND THE COLLEGE OF PHYSICIANS By K. D. KEELE, M.D., F.R.C.P. Consultant Physician, Ashford Hospital and Staines Hospital IN I578, on i April, Thomas Harvey of Folkestone, and his wife Joan, were blessed with their firstborn often children, William Harvey. This birth took place in a 'faire stone-built house' which later became the post office. At the age of ten the young William was sent to the Grammar School (now the King's School), Canterbury, for his elementary education, whence, at the age of sixteen he was entered as a pensioner of Caius College, Cambridge, taking his Arts degree in 1597 and departing the following year, aged nineteen, for Padua, to receive his medical education from the best medical school in Europe. Here he learnt anatomy from Fabricius ab Aquapendente for whom only four years before a new anatomical theatre had been built, in the form of six narrow concentric galleries below which was placed a table for the body. The whole theatre was windowless, and lighting was from two candelabra of three candles each, and eight lamps held by students. During the five years Harvey spent in Padua Fabricius ab Aqua- pendente was producing for publication his work, De Venarum Osteolis, on the valves in the veins, which was published in I603. One may be quite sure, under these circumstances, that these valves were thoroughly demonstrated and discussed in the presence of the student Harvey, and that in conditions of darkness which he found particularly favourable for contemplation of their significance. -
On the Isochronism of Galilei's Horologium
IFToMM Workshop on History of MMS – Palermo 2013 On the isochronism of Galilei's horologium Francesco Sorge, Marco Cammalleri, Giuseppe Genchi DICGIM, Università di Palermo, [email protected], [email protected], [email protected] Abstract − Measuring the passage of time has always fascinated the humankind throughout the centuries. It is amazing how the general architecture of clocks has remained almost unchanged in practice to date from the Middle Ages. However, the foremost mechanical developments in clock-making date from the seventeenth century, when the discovery of the isochronism laws of pendular motion by Galilei and Huygens permitted a higher degree of accuracy in the time measure. Keywords: Time Measure, Pendulum, Isochronism Brief Survey on the Art of Clock-Making The first elements of temporal and spatial cognition among the primitive societies were associated with the course of natural events. In practice, the starry heaven played the role of the first huge clock of mankind. According to the philosopher Macrobius (4 th century), even the Latin term hora derives, through the Greek word ‘ώρα , from an Egyptian hieroglyph to be pronounced Heru or Horu , which was Latinized into Horus and was the name of the Egyptian deity of the sun and the sky, who was the son of Osiris and was often represented as a hawk, prince of the sky. Later on, the measure of time began to assume a rudimentary technical connotation and to benefit from the use of more or less ingenious devices. Various kinds of clocks developed to relatively high levels of accuracy through the Egyptian, Assyrian, Greek and Roman civilizations. -
THE AMERICAN P Founded in 1887 for the Purpose of Promo Ting the in Crease of Physiologica I Knowledge and Its U Tilization
THE AMERICAN P Founded in 1887 for the purpose of promo ting the in crease of physiologica I knowledge and its u tilization. President Earl H. Wood, Mayo Med. Sch., Rochester, MN President- Elect Francis J. Haddy, Uniformed Services Univ. of Hlth. Sci., Bethesda, MD Volume 24, No. 1, February 1981 Past President TA BNTENT Ernst Knobil, Univ. of Pittsburgh Council BCIETY AFFAIRS Earl H. Wood, Francis J. Haddy, Ernst Knobil, Jack L. Kostyo, Eugene Markley Landis ............................... 1 S. McD. McCann, Paul C. Johnson, Leon Farhi Past President’s Address ... Ernst Knobil ................ 3 Pulmonary Physiology and Function Testing in Small Executive Secretary-Treasurer Laboratory Animals ................................ 8 Orr E. Reynolds, 9650 Rockville Pike, Bethesda, Maryland Physiology Career Opportunities Symposium ............ 8 20014 Notes from Capitol Hill. ............................... 8 Meeting of the Section on Cellular and General Physiology . 9 Honors and Awards ................................... 9 Member Contributions. ............................... 10 CIBA Geigy Corp. Application and Instructions. .......................... 15 Grass Instrument Co. A.H. Robins Co., Inc. Hoechst-Roussel Pharmaceu- IST0RICAL ARTICLES Arlie V. Bock - Physiologist . D. B. Dill . 11 ANMQUNCEMENTS ICI Americas Inc. Oxygen Transport to Human Tissues .................... 7 Eli Lilly and Co. NEH 1981 Humanities Seminars. ....................... 9 McNeil Labor Life Sciences Research Office ......................... 10 Merck Sharp Pharmacology -
Slater V. Baker and Stapleton (C.B. 1767): Unpublished Monographs by Robert D. Miller
SLATER V. BAKER AND STAPLETON (C.B. 1767): UNPUBLISHED MONOGRAPHS BY ROBERT D. MILLER ROBERT D. MILLER, J.D., M.S. HYG. HONORARY FELLOW MEDICAL HISTORY AND BIOETHICS DEPARTMENT SCHOOL OF MEDICINE AND PUBLIC HEALTH UNIVERSITY OF WISCONSIN - MADISON PRINTED BY AUTHOR MADISON, WISCONSIN 2019 © ROBERT DESLE MILLER 2019 BOUND BY GRIMM BOOK BINDERY, MONONA, WI AUTHOR’S INTRODUCTION These unpublished monographs are being deposited in several libraries. They have their roots in my experience as a law student. I have been interested in the case of Slater v. Baker and Stapleton since I first learned of it in law school. I was privileged to be a member of the Yale School Class of 1974. I took an elective course with Dr. Jay Katz on the protection of human subjects and then served as a research assistant to Dr. Katz in the summers of 1973 and 1974. Dr. Katz’s course used his new book EXPERIMENTATION WITH HUMAN BEINGS (New York: Russell Sage Foundation 1972). On pages 526-527, there are excerpts from Slater v. Baker. I sought out and read Slater v. Baker. It seemed that there must be an interesting backstory to the case, but it was not accessible at that time. I then practiced health law for nearly forty years, representing hospitals and doctors, and writing six editions of a textbook on hospital law. I applied my interest in experimentation with human beings by serving on various Institutional Review Boards (IRBs) during that period. IRBs are federally required committees that review and approve experiments with humans at hospitals, universities and other institutions. -
Rudi Mathematici
Rudi Mathematici Y2K Rudi Mathematici Gennaio 2000 52 1 S (1803) Guglielmo LIBRI Carucci dalla Somaja Olimpiadi Matematiche (1878) Agner Krarup ERLANG (1894) Satyendranath BOSE P1 (1912) Boris GNEDENKO 2 D (1822) Rudolf Julius Emmanuel CLAUSIUS Due matematici "A" e "B" si sono inventati una (1905) Lev Genrichovich SHNIRELMAN versione particolarmente complessa del "testa o (1938) Anatoly SAMOILENKO croce": viene scritta alla lavagna una matrice 1 3 L (1917) Yuri Alexeievich MITROPOLSHY quadrata con elementi interi casuali; il gioco (1643) Isaac NEWTON consiste poi nel calcolare il determinante: 4 M (1838) Marie Ennemond Camille JORDAN 5 M Se il determinante e` pari, vince "A". (1871) Federigo ENRIQUES (1871) Gino FANO Se il determinante e` dispari, vince "B". (1807) Jozeph Mitza PETZVAL 6 G (1841) Rudolf STURM La probabilita` che un numero sia pari e` 0.5, (1871) Felix Edouard Justin Emile BOREL 7 V ma... Quali sono le probabilita` di vittoria di "A"? (1907) Raymond Edward Alan Christopher PALEY (1888) Richard COURANT P2 8 S (1924) Paul Moritz COHN (1942) Stephen William HAWKING Dimostrare che qualsiasi numero primo (con (1864) Vladimir Adreievich STELKOV l'eccezione di 2 e 5) ha un'infinita` di multipli 9 D nella forma 11....1 2 10 L (1875) Issai SCHUR (1905) Ruth MOUFANG "Die Energie der Welt ist konstant. Die Entroopie 11 M (1545) Guidobaldo DEL MONTE der Welt strebt einem Maximum zu" (1707) Vincenzo RICCATI (1734) Achille Pierre Dionis DU SEJOUR Rudolph CLAUSIUS 12 M (1906) Kurt August HIRSCH " I know not what I appear to the world, -
As Above, So Below. Astrology and the Inquisition in Seventeenth-Century New Spain
Department of History and Civilization As Above, So Below. Astrology and the Inquisition in Seventeenth-Century New Spain Ana Avalos Thesis submitted for assessment with a view to obtaining the degree of Doctor of History and Civilization of the European University Institute Florence, February 2007 EUROPEAN UNIVERSITY INSTITUTE Department of History and Civilization As Above, So Below. Astrology and the Inquisition in Seventeenth-Century New Spain Ana Avalos Thesis submitted for assessment with a view to obtaining the degree of Doctor of History and Civilization of the European University Institute Examining Board: Prof. Peter Becker, Johannes-Kepler-Universität Linz Institut für Neuere Geschichte und Zeitgeschichte (Supervisor) Prof. Víctor Navarro Brotons, Istituto de Historia de la Ciencia y Documentación “López Piñero” (External Supervisor) Prof. Antonella Romano, European University Institute Prof. Perla Chinchilla Pawling, Universidad Iberoamericana © 2007, Ana Avalos No part of this thesis may be copied, reproduced or transmitted without prior permission of the author A Bernardo y Lupita. ‘That which is above is like that which is below and that which is below is like that which is above, to achieve the wonders of the one thing…’ Hermes Trismegistus Contents Acknowledgements 4 Abbreviations 5 Introduction 6 1. The place of astrology in the history of the Scientific Revolution 7 2. The place of astrology in the history of the Inquisition 13 3. Astrology and the Inquisition in seventeenth-century New Spain 17 Chapter 1. Early Modern Astrology: a Question of Discipline? 24 1.1. The astrological tradition 27 1.2. Astrological practice 32 1.3. Astrology and medicine in the New World 41 1.4. -
La Academia Del Cimento (1657-1667)
LA ACADEMIA DEL CIMENTO (1657-1667) LA ACADEMIA DEL CIMENTO (1657-1667) SUSANA GÓMEZ LÓPEZ Universidad Complutense, de Madrid. Cuando se habla del proceso de institucionalización de la ciencia en la Revolución Científica del siglo XVII prácticamente siempre se citan tres ca- sos ejemplares muy cercanos cronológicamente entre sí: La florentina Accademia del Cimento, la Royal Society de Londres y la Academie des Sciences de París, toda ellas surgidas en la década que va de mediados de los años cincuenta a mediados de los sesenta. Y la reunión de estos tres casos en el capítulo de institucionalización ha estado guiada, para buena parte de la His- toria de la Ciencia, por la idea de que estas sociedades eran la materialización de los ideales baconianos de colaboración científica, los intereses prácticos, la necesidad de establecer nuevas vías de comunicación de ideas, inventos, 443 SEMINARIO «OROTAVA» DE HISTORIA DE LA CIENCIA - AÑO XI-XII hipótesis o descubrimientos y otros elementos afines que caracterizarán, a partir de esas fechas, a la ciencia moderna. Cada una de estas sociedades, sin embar- go, tuvo unas motivaciones, unas características, una estructura y unos objeti- vos tan diferentes que hablar de un proceso lineal y común de institucionaliza- ción de la ciencia europea en aquel periodo no sólo es equivocado, sino que conlleva los peligros de ocultar las verdaderas inspiraciones y objetivos que estuvieron en la base de tales asociaciones de hombres de ciencia. En especial el caso de la Academia del Cimento nació como elemento representativo de un proyecto científico que poco tenía que ver con esos ras- gos característicos de la moderna insitucionalización científica y compartía mucho, en cambio, con una tradición renacentista y cortesana de academias de hombres cultos y literatos. -
The Geometry of Trifocal Curves with Applications in Architecture, Urban
The Geometry of Trifocal Curves with Applications in Architecture, Urban and Spatial Planning Maja Petrović, University of Belgrade, Faculty of Transport and Traffic Engineering, Belgrade, Serbia; Address: Vojvode Stepe 305, 11000 Beograd, Serbia, telephone: +381 11 3091 259, fax: +381 11 3096 704, e-mail: [email protected] Bojan Banjac, University of Belgrade, Faculty of Electrical Engineering, Belgrade, Serbia, University of Novi Sad, Faculty of technical sciences – Computer Graphics Chair, Novi Sad, Serbia Branko Malešević, University of Belgrade, Faculty of Electrical Engineering, Belgrade, Serbia In this paper we consider historical genesis of trifocal curve as an optimal curve for solving the Fermat’s problem (minimizing the sum of distance of one point to three given points in the plane). Trifocal curves are basic plane geometric forms which appear in location problems. We also analyze algebraic equation of these curves and some of their applications in architecture, urbanism and spatial planning. The area and perimeter of trifocal curves are calculated using a Java application. The Java applet is developed for determining numerical value for the Fermat-Torricelli-Weber point and optimal curve with three foci, when starting points are given on an urban map. We also present an application of trifocal curves through the analysis of one specific solution in South Stream gas pipeline project. Key-words: Fermat-Torricelli-Weber point, trifocal curve, Java applet. 1. Historical concerns of optimal location The Fermat problem is given in original Latin as (Fermat, 1679): “datis tribus punctis, quartum reperire, a quo si ducantur tres rectae ad data puncta, summa trium harum rectarum sit minima quantitas” or in the English translation “for three given points, the fourth is to be found, from which if three straight lines are drawn to the given points, the sum of the three lengths is minimum” (Brazil et al., 2013). -
Histoires De Géométrie Le Dernier Disciple De Galilée
histoires de géométrie Le dernier disciple de Galilée triomphe de la géométrie nouvelle hist-math.fr Bernard Ycart Vincenzo Viviani (1622–1703) Éloge de Monsieur Viviani (1703) Bernard le Bouyer de Fontenelle (1657–1757) Villa à Arcetri Galileo Galilei (1564–1642) Discorsi e dimostrazioni matematiche (1638) Galileo Galilei (1564–1642) Leopoldo de Medici (1617–1675) Vita di Galileo Galilei (1654) Vincenzo Viviani (1622–1703) Poco dopo questa inaspettata pubblicazione, concedendomisi l’in- gresso nella villa d’Arcetri, dove allor dimorava il sigr Galileo, acciò quivi io potesse godere de’ sapientissimi suoi colloquii e preziosi ammaestramenti, e contentandosi questi che nello stu- dio delle matematiche, alle quali poco avanti mi ero applicato, io ricorresse alla viva sua voce per la soluzione di quei dubbii e difficoltà che per natural fiaccezza del mio ingegno bene spesso incontravo[. ] Galilée et Viviani (1892) Tito Lessi (1858–1917) Galileo vecchio con i discepoli (1841) Luigi Sabatelli (1772–1850) Evangelista Torricelli (1608–1647) le dernier Disciple du grand Galilée Fontenelle, Éloge de Monsieur Viviani (1703) Monument funéraire de Galilée (1737) Basilique Santa Croce de Florence Épitaphe Basilique Santa Croce de Florence Palazzo dei Cartelloni, Florence (1693) Vincenzo Viviani (1622–1703) ÆDES A DEO DATÆ LUDOVICI MAGNI Viviani, Palazzo dei Cartelloni, Florence (1693) il reçut une pension du Roi Fontenelle, Éloge de Monsieur Viviani (1703) Coniques d’Apollonius Manuscrit Arabe ixe siècle Coniques, livre I Apollonius de Pergé (ca 240–190 av. J.-C.) Apollonios salue Eudème. Si ta santé se rétablit et si le reste va selon tes désirs, tant mieux ! moi-même je me porte bien. -
The Dissenting Tradition in English Medicine of the Seventeenth and Eighteenth Centuries
Medical History, 1995, 39: 197-218 The Dissenting Tradition in English Medicine of the Seventeenth and Eighteenth Centuries WILLIAM BIRKEN* In England, medicine has always been something of a refuge for individuals whose lives have been dislocated by religious and political strife. This was particularly true in the seventeenth century when changes in Church and State were occurring at a blinding speed. In his book The experience of defeat, Christopher Hill has described the erratic careers of a number of radical clergy and intellectuals who studied and practised medicine in times of dislocation. A list pulled together from Hill's book would include: John Pordage, Samuel Pordage, Henry Stubbe, John Webster, John Rogers, Abiezer Coppe, William Walwyn and Marchamont Nedham.1 Medicine as a practical option for a lost career, or to supplement and subsidize uncertain careers, can also be found among Royalists and Anglicans when their lives were similarly disrupted during the Interregnum. Among these were the brilliant Vaughan twins, Thomas, the Hermetic philosopher, and Henry, the metaphysical poet and clergyman; the poet, Abraham Cowley; and the mercurial Nedham, who was dislocated both as a republican and as a royalist. The Anglicans Ralph Bathurst and Mathew Robinson were forced to abandon temporarily their clerical careers for medicine, only to return to the Church when times were more propitious. In the middle of the eighteenth century the political and religious disabilities of non-juring Anglicanism were still potent enough to impel Sir Richard Jebb to a successful medical career. But by and large the greatest impact on medicine came from the much larger group of the displaced, the English Dissenters, whose combination of religion and medicine were nothing short of remarkable. -
The Institutionalisation of Scientific Thinking in the Tuscany of the Last Medici
Domenico Pietropaolo The Institutionalisation of Scientific Thinking in the Tuscany of the Last Medici It has become customary in general accounts of the Grand Duchy of Tuscany during the first three decades or so of the eighteenth cen tury, which correspond to the last years of the long Medici dynasty, to speak a little disparagingly-and even with a touch of irony-of its institutional culture, portraying its chief representatives as being either absorbed in the self-complacent protocol of the court or else intent on dispensing ultimately insignificant erudition at the podium, where only rarely is the audience treated to a flash or two of ac tual brilliance. To the extent such general statements are acceptable without being universally binding, this is perhaps a sufficiently rea sonable, if definitely uncharitable, appraisal of the situation. Cer tainly if we attempt to define its parameters geographically, we soon enough come across men like Giambattista Vico in the Vice-kingdom of Naples, Antonio Conti and Antonio Vallisnieri in the Republic of Venice, and Ludovico Antonio Muratori in the Duchy of Modena, and the comparison cannot possibly be favourable to the Tuscan literati. If we instead approach the question historically within the Grand Duchy itself, we immediately encounter the luminaries of the Accademia del Cimento (1657-1667), namely Giovanni Alfonso Borelli, Francesco Redi and Vincenzo Viviani, all of whom were dead by 1703, and we are forced to admit that their successors' contribution to world knowledge was not of an -
George Abbot 1562-1633 Archbishop of Canterbury
English Book Owners in the Seventeenth Century: A Work in Progress Listing How much do we really know about patterns and impacts of book ownership in Britain in the seventeenth century? How well equipped are we to answer questions such as the following?: • What was a typical private library, in terms of size and content, in the seventeenth century? • How does the answer to that question vary according to occupation, social status, etc? • How does the answer vary over time? – how different are ownership patterns in the middle of the century from those of the beginning, and how different are they again at the end? Having sound answers to these questions will contribute significantly to our understanding of print culture and the history of the book more widely during this period. Our current state of knowledge is both imperfect, and fragmented. There is no directory or comprehensive reference source on seventeenth-century British book owners, although there are numerous studies of individual collectors. There are well-known names who are regularly cited in this context – Cotton, Dering, Pepys – and accepted wisdom as to collections which were particularly interesting or outstanding, but there is much in this area that deserves to be challenged. Private Libraries in Renaissance England and Books in Cambridge Inventories have developed a more comprehensive approach to a particular (academic) kind of owner, but they are largely focused on the sixteenth century. Sears Jayne, Library Catalogues of the English Renaissance, extends coverage to 1640, based on book lists found in a variety of manuscript sources. Evidence of book ownership in this period is manifested in a variety of ways, which need to be brought together if we are to develop that fuller picture.