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Downloading the Application Form at the Following Address
Hanno Collaborato A queSto NumeRo: IL NUOVO SAGGIATORE f. K. A. Allotey, L. Belloni, BOLLETTINO DELLA SOCIETÀ ITALIANA DI FISICA G. Benedek, A. Bettini, t. m. Brown, Nuova Serie Anno 26 • N. 5 settembre-ottobre 2010 • N. 6 novembre-dicembre 2010 f. Brunetti, G. Caglioti, R. Camuffo, A. Cammelli, e. Chiavassa, DIRETTORE RESPONSABILE ViCeDiRettoRi ComitAto scieNtifiCo L. Cifarelli, e. De Sanctis, A. Di Carlo, Luisa Cifarelli Sergio focardi G. Benedek, A. Bettini, i. Di Giovanni, R. fazio, f. ferrari, Giuseppe Grosso S. Centro, e. De Sanctis, S. focardi, R. Gatto, A. Gemma, e. iarocci, i. ortalli, L. Grodzins, G. Grosso, f. Guerra, f. Palmonari, R. Petronzio, f. iachello, W. Kininmonth, e. Longo, P. Picchi, B. Preziosi S. mancini, P. mazzoldi, A. oleandri, G. onida, V. Paticchio, f. Pedrielli, A. Reale, G. C. Righini, N. Robotti, W. Shea, i. talmi, A. tomadin, m. Zannoni, A. Zichichi Sommario 3 EDITORIALE / EDITORIAL 84 50 anni di laser. Tavola rotonda al XCVI Congresso Nazionale della SIF SCieNZA iN PRimO PIANO G. C. Righini 5 Quantum simulators and 86 Assemblea di ratifica delle elezioni quantum design delle cariche sociali della SIF per il R. fazio, A. tomadin triennio 2011-2013 10 La rivoluzione della plastica nel 87 African Physical Society settore fotovoltaico f. K. A. Allotey A. Di Carlo, A. Reale, t. m. Brown, 90 Nicola Cabibbo and his role in f. Brunetti elementary-particle theory Percorsi R. Gatto 23 The tabletop measurement of the News helicity of the neutrino 92 The Italian graduate profile survey L. Grodzins A. Cammelli 30 Giulio Racah (1909-1965): 96 Premio Fermi 2010 modern spectroscopy A. -
Lessons from Reading Clavius
Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Lessons from reading Clavius Anders O. F. Hendrickson Concordia College Moorhead, MN MathFest, Pittsburgh August 5, 2010 Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Outline 1 Christopher Clavius, S.J. 2 Calendar Reform 3 Lessons from Clavius 4 Conclusion Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Christopher Clavius, S.J. (1538–1612) Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Clavius’s life Born in Bamberg c. 1538 1555 received into the Society of Jesus by St. Ignatius Loyola 1556–1560 studied philosophy at Coimbra 1561–1566 studied theology at the Collegio Romano 1567–1612 professor of mathematics at Collegio Romano 1570 published Commentary on the Sphere of Sacrobosco 1574 published edition of Euclid’s Elements c. 1572–1582 on papal calendar commission c. 1595 retired from teaching, focused on research 1612 died in Rome Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Clavius as teacher As a teacher, Clavius Taught elementary (required) courses in astronomy Led a seminar for advanced students Fought for status of mathematics in the curriculum Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Calendar Reform: Solar How to keep the calendar in synch with solar year (365.24237 days, equinox to equinox): Julian calendar: 365.25 days Gregorian calendar: omit 3 leap days every 400 years; hence 365.2425 days Christopher Clavius, S.J. Calendar Reform Lessons from Clavius Conclusion Calendar Reform: Lunar Easter is the first Sunday after the first full moon on or after the vernal equinox. -
Michael Kühn Detlev Auvermann RARE BOOKS
ANTIQUARIAT 55Michael Kühn Detlev Auvermann RARE BOOKS 1 Rolfinck’s copy ALESSANDRINI, Giulio. De medicina et medico dialogus, libris quinque distinctus. Zurich, Andreas Gessner, 1557. 4to, ff. [6], pp. AUTOLYKOS (AUTOLYCUS OF PYTANE). 356, ff. [8], with printer’s device on title and 7 woodcut initials; a few annotations in ink to the text; a very good copy in a strictly contemporary binding of blind-stamped pigskin, the upper cover stamped ‘1557’, red Autolyci De vario ortu et occasu astrorum inerrantium libri dvo nunc primum de graeca lingua in latinam edges, ties lacking; front-fly almost detached; contemporary ownership inscription of Werner Rolfinck on conuersi … de Vaticana Bibliotheca deprompti. Josepho Avria, neapolitano, interprete. Rome, Vincenzo title (see above), as well as a stamp and duplicate stamp of Breslau University library. Accolti, 1588. 4to, ff. [6], pp. 70, [2]; with large woodcut device on title, and several woodcut diagrams in the text; title a little browned, else a fine copy in 19th-century vellum-backed boards, new endpapers. EUR 3.800.- EUR 4.200.- First edition of Alessandrini’s medical dialogues, his most famous publication and a work of rare erudition. Very rare Latin edition, translated from a Greek manuscript at the Autolycus was a Greek mathematician and astronomer, who probably Giulio Alessandrini (or Julius Alexandrinus de Neustein) (1506–1590) was an Italian physician and author Vatican library, of Autolycus’ work on the rising and setting of the fixed flourished in the second half of the 4th century B.C., since he is said to of Trento who studied philosophy and medicine at the University of Padua, then mathematical science, stars. -
Kepler and the Jesuits, Michael Walter Burke-Gaffney, S.J. (1944).Pdf
ixNM^KrnrFRi^ mji iiiNir*! CO c >KU\ ic»n \f» v Mftimioriiu'.t n ( < nice r O Mai mi v* Nf amtouvs LHrJUULI m nc. xwii § m m > z a H m3C jftaUISp m en C H theJESU CD BY M.W. BURKE - GAFFNEY ST. IGNATIUS LIBRARY »**,.* ^ » 980 T- PARK AVENUE / »naT,„, oh NEW YORK CITY 28 "«w Vowk Date Loaned ©23 IM ^0*0v&*0v&A&*&*&*&H&*&*&*&K&r&*&*.&>»&*'&*&*,O'*'&*-0*&*&* Kepler and the Jesuits ^^<^W^Jl^X^lt^>C^lC^X^X^K^>t^X^5<^X^X^K^X^X^X^X^X^l<^)t^l<^> "My thoughts are with the Dead; with them 1 live in long-past years, Their virtues love, their faults condemn, Partake their hopes and fears, And from their lessons seek and find Instruction with a humble mind." — SOUTHEY. M. W. BURKE-GAFFNEY, S.J. 'I measured the skies." Johann Kepler THE BRUCE PUBLISHING COMPANY MILWAUKEE Imprimi potest: T. J. Mullai-ly, S.J. Nihil obstat: H. B. Rjes, Censor librorum Imprimatur: + Moyses E. Kiley. Archiepiscopus Milwaukiensis Die 11 Aprilis. 1944 CONTENTS Page Chapte f 1 I Introducing Kepler II The Imperial Mathematician 15 III . 26 IV V . 60 VI Sunspots ..... • 71 VII Mercury in the Sun . 8s 9i WAR FORMAT VIII Heliocentric Hypothesis • This book is produced in complete accord with the Governinem regulations for the conservation of paper and other essential materials. IX X Aids to Astronomy . 117 XI The Last Chapter 129 Bibli Copyright. 1944 The Bruce Publishing Company Indej Printed in the United States of America CHAPTER I INTRODUCING KEPLER Johann Kepler was enjoying a studentship at the University of Tubingen when the Parodies, the Lutheran school at Graz, applied for a teacher of astronomy. -
First King of Rome Romulus Calendar 753 BC Martius (31 Days)
First King of Rome Second King of Rome Julius Caesar Pope Gregory XIII God and Jesus Christ Romulus Calendar Numa Calendar Julian Calendar Gregorian Calendar New Jerusalem Calendar 753 BC 715 BC 45 BC 1582 AD (The Present) Martius (31 days) Martius (31 days) Ianuarius (31 days) January (31 days) New Year Day 0/0 Leap Day 0/1 Aprilus (30 days) Aprilus (29 days) Februarius (28/29 days) February (28/29 days) March (30 days) Maius (31 days) Martius (31 days) March (31 days) Maius (31 days) April (31 days) Iunius (29 days) Aprilus (30 days) April (30 days) Iunius (30 days) May (31 days) May (30 days) Quintilus (31 days) Maius(31 days) June (30 days) Quintilus (31 days) June (30 days) Sextilus (29 days) Iunius (30 days) July (31 days) Sextilus (30 days) July (31 days) September (29 days) Iulius (31 days) August (30 days) August (31 days) September (30 days) October (31 days) Augustus (31 days) September (30 days) September (30 days) October (31 days) November (29 days) September (30 days) October (31 days) October (31 days) November (30 days) November (30 days) December (29 days) October (31days) November (30 days) December (30 days) December (30 days) Ianuarius (29 days) November (30 days) December (31 days) January (31 days) Winter day period Februarius (28 days) December (31 days) February (30 days) Notes: Notes: Notes: Notes: Notes: At some point between Year of Confusion in Martius (March) the Although the Gregorian On the New Jerusalem first month. New Year 715 BC and 45 BC the 46 BC had 445 days. -
The Gregorian Calendar in New Spain: a Problem in Sixteenth-Century Chronology." New Mexico Historical Review 58, 3 (1983)
New Mexico Historical Review Volume 58 Number 3 Article 3 7-1-1983 The Gregorian Calendar in New Spain: A Problem in Sixteenth- Century Chronology Harry Kelsey Follow this and additional works at: https://digitalrepository.unm.edu/nmhr Recommended Citation Kelsey, Harry. "The Gregorian Calendar in New Spain: A Problem in Sixteenth-Century Chronology." New Mexico Historical Review 58, 3 (1983). https://digitalrepository.unm.edu/nmhr/vol58/iss3/3 This Article is brought to you for free and open access by UNM Digital Repository. It has been accepted for inclusion in New Mexico Historical Review by an authorized editor of UNM Digital Repository. For more information, please contact [email protected], [email protected], [email protected]. THE GREGORIAN CALENDAR IN NEW SPAIN: A PROBLEM IN SIXTEENTH-CENTURY CHRONOLOGY HARRY KELSEY AFTER AYEAR-LONG JOURNEY TO NEW MEXICO, Antonio de Espejo arrived in Santa Barbara, Nueva Vizcaya, in the fall of 1583, weary, confused, but full of information about the new country he had seen. Almost immediately he began to compose a report, signing and dating it "at the end of the month of October" 1583. 1 This dating may seem imprecise for a formal report, and the truth is that Espejo did not know how to write the date. He seemed sure about the date of his return, 20 September, and he knew that he had been back for twenty-fivedays, more or less. He recorded all this very carefully in a covering letter. But Espejo was confused about the date. He could do no better in his calculations than to call it "the end of October."2 The reason for his confusion is simple. -
Utiles Et Necessarias: Early Modern Science and the Society of Jesus
Utiles et Necessarias: Early Modern Science and the Society of Jesus Sister Mary Sarah Galbraith, O.P. A thesis submitted in conformity with the requirements for the degree of Doctor of Philosophy in the Unit of History and Philosophy of Science, Faculty of Science University of Sydney March 2021 Utiles et Necessarias 2 Utiles et Necessarias 3 Utiles et Necessarias: Early Modern Science and the Society of Jesus Sister Mary Sarah Galbraith, O.P. This thesis treats of the contributions made by the Society of Jesus to Early Modern science, amidst the complexities of the post Reformation, post Copernican era. Its focus is the life and work of the Jesuit Christopher Clavius (1538-1612), the architect and founder of a mathematics academy at the Collegio Romano. Using extant correspondence, pamphlet, prefatory dedications and commentaries, I show that Clavius created a strategy to recruit and train Jesuit priests in mathematics to be exported throughout Europe and to remote missionary outposts. As a specially trained corps of priest mathematicians, the Jesuits used the truths of mathematics and the mathematical sciences to draw potential converts to the truths of faith and religious conversion. The approach was initially successful. As the scientific and religious culture shifted in the sixteenth century, however, reliance upon traditional sources of authority, knowledge and belief came under scrutiny. As priests and mathematicians who were invested in both sacred and secular realms, members of the Society struggled to adhere to the tenets of traditional natural philosophy and to promote the new sciences, for the purposes of religious conversion. The approach that substituted the truths of mathematics for the truths of dogmatic faith was intended to engender confidence. -
The Curious Case of the Milankovitch Calendar
Hist. Geo Space Sci., 10, 235–243, 2019 https://doi.org/10.5194/hgss-10-235-2019 © Author(s) 2019. This work is distributed under the Creative Commons Attribution 4.0 License. The curious case of the Milankovitch calendar Nenad Gajic Faculty of Technical Sciences, Trg Dositeja Obradovica´ 6, 21000 Novi Sad, Serbia Correspondence: Nenad Gajic ([email protected]) Received: 20 May 2019 – Revised: 11 August 2019 – Accepted: 23 August 2019 – Published: 26 September 2019 Abstract. The Gregorian calendar, despite being more precise than the Julian (which now lags 13 d behind Earth), will also lag a day behind nature in this millennium. In 1923, Milutin Milankovitch presented a calen- dar of outstanding scientific importance and unprecedented astronomical accuracy, which was accepted at the Ecumenical Congress of Eastern Orthodox churches. However, its adoption is still partial in churches and nonex- istent in civil states, despite nearly a century without a better proposition of calendar reform in terms of both precision and ease of transition, which are important for acceptance. This article reviews the development of calendars throughout history and presents the case of Milankovitch’s, explaining its aims and methodology and why it is sometimes mistakenly identified with the Gregorian because of their long consonance. Religious as- pects are briefly covered, explaining the potential of this calendar to unite secular and religious purposes through improving accuracy in both contexts. 1 Introduction global scientific project called “Climate: Long range Inves- tigation, Mapping, and Prediction” (CLIMAP, 1981), which aimed to reconstruct the worldwide climate history through Milutin Milankovic´ (1879–1958; see Fig. -
Philippine Studies Ateneo De Manila University • Loyola Heights, Quezon City • 1108 Philippines
philippine studies Ateneo de Manila University • Loyola Heights, Quezon City • 1108 Philippines A Problem of Chronology: The Quadricentennial of Manila and the Gregorian Calendar Pedro S. De Achutegui, S.J. Philippine Studies vol. 27, no. 3 (1979) 417–431 Copyright © Ateneo de Manila University Philippine Studies is published by the Ateneo de Manila University. Contents may not be copied or sent via email or other means to multiple sites and posted to a listserv without the copyright holder’s written permission. Users may download and print articles for individual, noncom- mercial use only. However, unless prior permission has been obtained, you may not download an entire issue of a journal, or download multiple copies of articles. Please contact the publisher for any further use of this work at [email protected]. http://www.philippinestudies.net Fri June 27 13:30:20 2008 Philippine Studies 27 (1979): 417-431 Notes and Comments A Problem of Chronology: The Quadricentennial of Manila and the Gregorian Calendar PEDRO S. DE ACH~~TEGUI,S.J. THE PROBLEM Pope Gregory XI11 (1502-1585) created the diocese of Manila as suffragan of the metropolitan archdiocese of Mexico with his bull "Ilhus fulti praesidio." The Latin bull carries the date "anno Incarnationis Dominicae millesimo quingentesimo septuagesimo octavo, octavo Idus Februarii, Pontificatus nostri anno septimo." Translated in today's chronological language, it means "the 6 of February 1578, the seventh year of our Pontificate."' The Manila Archdiocese is celebrating this year, 1979, the four hundredth anniversary of its establishment as a diocese. Would it not be an irony of history to celebrate the quadricentennial in 1979, if the diocese had been created in 1578? Is 1578 the exact year? If only for the sake of historical accuracy, it is important to clarify the issue once and for all. -
Lesson 9. Chronology, Daniel Flaut.Pdf
Lesson 9. Chronology Learning tasks: by completing this unit of study, the student will be able to: ¾ Define Chronology and to highlight the key moments in its evolution as science. ¾ Identify main elements of timeline (day, hour, week, month, year). ¾ Retain some elementary notions about the calendar. I. Definition; The evolution of Chronology as science Chronology from Latin chronologia, from Ancient Greek χρόνος, chronos = time, and λογία, logia) is the Auxiliary Science of History which deal with the measuring and dividing of time, therefore with accurate dating of historical events to determine their sequence. Chronology has two major branches: Astronomical Chronology, a technical method of dating events or artifacts that are associated with astronomical phenomena, and Historical Chronology, to achieve timelines: national, universal, of different institutions and of their leaders, of various historical events. There were two systems to highlight the time: the astronomical system and the civil system, of which there were some differences. But, both systems were based on revolution movements of the Earth, the Moon and Sun. In Antiquity, historiography has shown a constant concern for establishing accurate data of events narrated, but made after the dating system used at that time. In XVXVIII centuries, Chronology make important steps in its evolution as a scientific discipline. The problematic of Chronology began with the controversy between Joseph Justus Scaliger (August 5, 1540, Agen‐January 21, 1609, Leiden) and Denis Pétau (August 21, 1583 – December 11, 1652), which gave to Benedictines the opportunity to undertake the difficult task to clarify the research field of Chronology. They needed a long time until to draft critical chronological lists and to clarify old dating systems. -
On the Gregorian Revision of the Julian Calendar Jacques Dutka
On the Gregorian Revision of the Julian Calendar Jacques Dutka 1. Introduction Despite sporadic attempts to reform it that are still periodically advanced, the Gregorian calendar is now After a history of centuries of attempts within the accepted, at least for civil matters, in virtually every Roman Catholic Church to reform the yearly calendar . country. established by Julius Caesar, the decisive step was Many attempts since 1582 have been made to ex taken when Pope Gregory XIII replaced the Julian cal plain the curious 365 97/400 days for the mean Grego endar by a revision. The first part of the revision con rian year. Eminent writers have offered explanations sisted of omitting 10 days from the year 1582 so that of varying degrees of ingenuity that are simply wrong. Thursday, October 4, was followed by Friday, October The primary purpose of this article is to present the 15. The second part of the revision, of far more lasting available evidence for this number and to permit the significance, was to modify the Julian scheme by reader to judge its adequacy. which every numbered year, not divisible by four, Since the Gregorian calendar is based on the Julian consisted of 365 days, while every year divisible by calendar, which, in turn, depends on the Egyptian cal four was a leap year, consisting of 366 days, so that endar adapted to the Roman system of time measure the mean Julian year is 365% days. The modification ment, it is necessary first to develop the history of the retained the Julian scheme except for centurial years calendar and some of the associated problems that fi those ending with two zeros. -
Calendar Curiosities for 29 February Transcript
Calendar Curiosities for 29 February Transcript Date: Monday, 29 February 2016 - 6:00PM Location: Museum of London 29 February 2016 Calendar Curiosities for 29 February Professor Tony Mann Good evening, and welcome to what I can confidently say is the first Gresham College lecture to have been delivered on 29 February for at least four years. In this lecture I'm going to explore why we have an extra day in February every four years (with occasional exceptions), and to present some of the consequences of this calendrical curiosity. As a nice piece of mathematics, I will show you my favourite way of mentally calculating the day of the week on which any date falls in any year. In the course of this talk we will see how mathematics and politics can intersect, and learn about some of the consequences of our attempts to tidy up the minor inconvenience caused by the clockwork of our solar system failing to fit into neat round-number numerical relationships. There are of course traditions associated with February 29, notably that it is the one day of the year on which it is permissible for a woman to propose marriage to a man. In Ireland, a man rejecting such a proposal had to buy the disappointed woman a silk gown or a fur coat. Apparently this was the result of an agreement between St Brigid and St Patrick. Elsewhere in the UK the requirement was that he give her twelve pairs of gloves, perhaps to enable her to hide the ringlessness of her finger.