Aspects of the Islamic Influence on Science and Learning in the Christian West (12Th-13Th Century)
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The Mathematical Work of John Napier (1550-1617)
BULL. AUSTRAL. MATH. SOC. 0IA40, 0 I A45 VOL. 26 (1982), 455-468. THE MATHEMATICAL WORK OF JOHN NAPIER (1550-1617) WILLIAM F. HAWKINS John Napier, Baron of Merchiston near Edinburgh, lived during one of the most troubled periods in the history of Scotland. He attended St Andrews University for a short time and matriculated at the age of 13, leaving no subsequent record. But a letter to his father, written by his uncle Adam Bothwell, reformed Bishop of Orkney, in December 1560, reports as follows: "I pray you Sir, to send your son John to the Schools either to France or Flanders; for he can learn no good at home, nor gain any profit in this most perilous world." He took an active part in the Reform Movement and in 1593 he produced a bitter polemic against the Papacy and Rome which was called The Whole Revelation of St John. This was an instant success and was translated into German, French and Dutch by continental reformers. Napier's reputation as a theologian was considerable throughout reformed Europe, and he would have regarded this as his chief claim to scholarship. Throughout the middle ages Latin was the medium of communication amongst scholars, and translations into vernaculars were the exception until the 17th and l8th centuries. Napier has suffered badly through this change, for up till 1889 only one of his four works had been translated from Latin into English. Received 16 August 1982. Thesis submitted to University of Auckland, March 1981. Degree approved April 1982. Supervisors: Mr Garry J. Tee Professor H.A. -
Mathematicians
MATHEMATICIANS [MATHEMATICIANS] Authors: Oliver Knill: 2000 Literature: Started from a list of names with birthdates grabbed from mactutor in 2000. Abbe [Abbe] Abbe Ernst (1840-1909) Abel [Abel] Abel Niels Henrik (1802-1829) Norwegian mathematician. Significant contributions to algebra and anal- ysis, in particular the study of groups and series. Famous for proving the insolubility of the quintic equation at the age of 19. AbrahamMax [AbrahamMax] Abraham Max (1875-1922) Ackermann [Ackermann] Ackermann Wilhelm (1896-1962) AdamsFrank [AdamsFrank] Adams J Frank (1930-1989) Adams [Adams] Adams John Couch (1819-1892) Adelard [Adelard] Adelard of Bath (1075-1160) Adler [Adler] Adler August (1863-1923) Adrain [Adrain] Adrain Robert (1775-1843) Aepinus [Aepinus] Aepinus Franz (1724-1802) Agnesi [Agnesi] Agnesi Maria (1718-1799) Ahlfors [Ahlfors] Ahlfors Lars (1907-1996) Finnish mathematician working in complex analysis, was also professor at Harvard from 1946, retiring in 1977. Ahlfors won both the Fields medal in 1936 and the Wolf prize in 1981. Ahmes [Ahmes] Ahmes (1680BC-1620BC) Aida [Aida] Aida Yasuaki (1747-1817) Aiken [Aiken] Aiken Howard (1900-1973) Airy [Airy] Airy George (1801-1892) Aitken [Aitken] Aitken Alec (1895-1967) Ajima [Ajima] Ajima Naonobu (1732-1798) Akhiezer [Akhiezer] Akhiezer Naum Ilich (1901-1980) Albanese [Albanese] Albanese Giacomo (1890-1948) Albert [Albert] Albert of Saxony (1316-1390) AlbertAbraham [AlbertAbraham] Albert A Adrian (1905-1972) Alberti [Alberti] Alberti Leone (1404-1472) Albertus [Albertus] Albertus Magnus -
18 Medidas.Indd
Número 17 - 18. Nueva época 1.er y 2.º semestre de 2018 AWRAQRevista de análisis y pensamiento sobre el mundo árabe e islámico contemporáneo AWRAQRevista de análisis y pensamiento sobre el mundo árabe e islámico contemporáneo DIRECCIÓN Pedro Martínez-Avial, director general de Casa Árabe CONSEJO DE REDACCIÓN Karim Hauser Elena González Nuria Medina Olivia Orozco Javier Rosón SECRETARÍA DE AWRAQ [email protected] WEB Y SUSCRIPCIÓN www.awraq.es EDITORES Casa Árabe. c/ Alcalá, 62. 28009 Madrid (España) www.casaarabe.es Nota: Los artículos de la parte central de este número de Awraq son resultado del encuentro multidisciplinar que tuvo lugar en la sede de Casa Árabe en Córdoba del 20 al 22 de septiembre de 2017, en colaboración con la Fundación Ramón Areces y bajo la dirección académica de Mònica Rius Piniés (Universidad de Barcelona) y Cristina de la Puente (CSIC), bajo el título «Ciencia en al- Ándalus». El presente volumen cuenta con la coordinación académica de la profesora de la sección de Estudios Árabes del Departamento de Filología Clásica, Románica y Semítica de la Universidad de Barcelona Mònica Rius-Piniés. Copyright © Casa Árabe © de los textos: sus autores. © de los anuncios: los anunciantes. Todos los derechos reservados. Gráfica: Hurra! Estudio ISSN: 0214-834X Depósito legal: M-40073-1978 Imprenta: Imprenta Tecé Número 17-18. Nueva época 1.er y 2.º semestre de 2018 CARTA DEL DIRECTOR 3 EL TEMA: CIENCIA EN AL-ÁNDALUS Introducción. Mònica Rius 5 La ciencia en al-Ándalus y su papel como puente entre la ciencia árabe y la europea. Julio Samsó 9 Los sabios de origen andalusí y su aportación a la ciencia otomana. -
1. Quellen 2. Geozentrische Weltbilder 2.1 Heutige Naive Vorstellung 2.2
1. Quellen 2. Geozentrische Weltbilder 2.1 Heutige naive Vorstellung 2.2 Epizykel 2.3 Exzenter Alfred Holl 2.4 Untere Planeten Weltmodelle im Mittelalter 3. Heliozentrisch-geostationär 4. Heliozentrisch-heliostationär Vom geozentrischen zum heliozentrischen Weltbild 5. Astronomische Tafeln (Erfurt CA 2° 19, 78v) Alfred Holl, Weltmodelle 09.03.2013/1 1. Quellen 1.1 Deutsche Sphära Konrad von Megenberg (~1309-1374) Deutsche Sphära wahrscheinlich zwischen 1340 und 1349 in Wien Cgm 156, Cgm 328, Graz II/470 ed. Matthaei 1912 ed. Brévart 1980 (Deutsche Sphaera, Cgm 156, 1r aus Mai, Paul: Ausstellungskatalog, 2009, 155) Alfred Holl, Weltmodelle 09.03.2013/2 1. Quellen Quellen (alle basierend auf Ptolemaios): 1.1 Deutsche Sphära Johannes von Sacrobosco (~1200-~1256) Tractatus de sphaera materiali 1233 Entstehung bis in 16. Jh. universitäre Astronomie-Einführung (ed. Thorndyke 1949, Brévart 1980) auf der Basis von al-Fargani (~863), De scientia astrorum übers. von Johannes Hispalensis (akt. 1135-1153) (ed. Campani 1910, Carmody 1943) al-Battani (-929), Opus astronomicum / Zig übersetzt von Plato von Tivoli (aktiv 1134-1145) (ed. Nallino 1903) Kommentare zu Sacrobosco (z.B. Cecco d’Ascoli) (Cgm 156, 1r) Puechlein von der Spera (~1375) (ed. Brévart 1979) Alfred Holl, Weltmodelle 09.03.2013/3 1. Quellen 1.2 Französische volkssprachliche Sphära Nicole Oresme (~1323-1382) Traité de l’espère (zwischen 1362 und 1377) (ed. Myers 1940, McCarthy 1943) ebenfalls auf der Basis von Johannes von Sacrobosco Nicole Oresme mit Armillarsphäre (www.nicole-oresme.com) (Bibliothèque Nationale, Paris, France, fonds français 565, fol. 1r) Alfred Holl, Weltmodelle 09.03.2013/4 1. Quellen 1.3 Autoren und Übersetzer Adelhard von Bath Adelhard (-1142) Gerhard von Cremona (-1187) Plato von Tivoli / Tiburtinus (-1145) Robert von Chester / Reading (-1150) / Hisp. -
The History of Arabic Sciences: a Selected Bibliography
THE HISTORY OF ARABIC SCIENCES: A SELECTED BIBLIOGRAPHY Mohamed ABATTOUY Fez University Max Planck Institut für Wissenschaftsgeschichte, Berlin A first version of this bibliography was presented to the Group Frühe Neuzeit (Max Planck Institute for History of Science, Berlin) in April 1996. I revised and expanded it during a stay of research in MPIWG during the summer 1996 and in Fez (november 1996). During the Workshop Experience and Knowledge Structures in Arabic and Latin Sciences, held in the Max Planck Institute for the History of Science in Berlin on December 16-17, 1996, a limited number of copies of the present Bibliography was already distributed. Finally, I express my gratitude to Paul Weinig (Berlin) for valuable advice and for proofreading. PREFACE The principal sources for the history of Arabic and Islamic sciences are of course original works written mainly in Arabic between the VIIIth and the XVIth centuries, for the most part. A great part of this scientific material is still in original manuscripts, but many texts had been edited since the XIXth century, and in many cases translated to European languages. In the case of sciences as astronomy and mechanics, instruments and mechanical devices still extant and preserved in museums throughout the world bring important informations. A total of several thousands of mathematical, astronomical, physical, alchemical, biologico-medical manuscripts survived. They are written mainly in Arabic, but some are in Persian and Turkish. The main libraries in which they are preserved are those in the Arabic World: Cairo, Damascus, Tunis, Algiers, Rabat ... as well as in private collections. Beside this material in the Arabic countries, the Deutsche Staatsbibliothek in Berlin, the Biblioteca del Escorial near Madrid, the British Museum and the Bodleian Library in England, the Bibliothèque Nationale in Paris, the Süleymaniye and Topkapi Libraries in Istanbul, the National Libraries in Iran, India, Pakistan.. -
Islamic Mathematics
Islamic mathematics Bibliography of Mathematics in Medieval Islamic Civilization Version 13 January 1999. This bibliography is a revised, enlarged and updated version of the bibliography on Islamic mathematics by Richard Lorch on pp. 65-86 of Joseph W. Dauben's The History of Mathematics from Antiquity to the Present: A Selective Bibliography, New York and London: Garland, 1985. This bibliography of Islamic mathematics will appear as a chapter in the updated (1999?) version of Dauben's book which will be made available as a CD-Rom. Reactions and suggestions are very welcome, and can be sent to [email protected]. In this preliminary form, no attention has been paid to diacritical marks in Arabic names. The items in the bibliography have been numbered *1, *2, ... *122, *122a, *122b, *123 etc. and many cross-references have been provided. General Introduction Introductory Works Bibliographies and Handbooks Illustrated Works Texts and Commentaries (Specific Authors in Chronological Order) Studies on Specific Subjects Transmission of Mathematics Mathematics in Specific Areas in the Islamic World Arithmetic Irrational Magnitudes Algebra Number Theory, Indeterminate Equations and Magic Squares Geometry Trigonometry Timekeeping Interpolation, Tables, Analysis of Tables Cultural Context: Islamic Aspects Mathematical Astronomy and Astrology Instruments Mathematics, Art and Architecture Optics Geography Reprinted Works and Collections of Articles General Introduction file:///P|/Igitur%20archief_repository/PR&beleid%20Ig...bsites/HOGENDIJK/hogendijk_00_islamic_mathematics.htm (1 van 33)12-2-2007 14:36:27 Islamic mathematics Islamic mathematics and Arabic mathematics are modern historical terms for the mathematical sciences in Islamic civilization from the beginning of Islam (A.D. 622) until the 17th century. -
ASTRONOMERS INDEX Aryabhata (B.476),17,78, 197-201 . Abd Al
ASTRONOMERS INDEX Aryabhata (b.476),17,78, Bhadrabahu (contemporary 86,89 ,94,97,101-102,104,106, of Varahamihira),110. 197-201 . Bhattotpala (10th Century),11 0. Abd al-Munim-al-AmilI,215,2l6. Brahmagupta ^628),82,86. C Abi-1-Bijal's,175. Abd al-Jabbar al-KharaqI,204. Abu Abd Allah Muhammad ibn Caliph Mansur (754-775) of Abl Bakr Al-Farisl,203. Baghdad, 139• Abu Muhammad Ata b. Ahmad, 1 79. Callippus,67- Abu Nasr ibn Iraq (10th Copernicus,69,209,273• cent.),212. De Bois,235. Abu'1-Wafa' (940-998 ) ,209 ,210. De La Hi re, 23 6. Abu'l-Husayn al-Sufi (d.986),156. Edmond Halley (1686),111,256. Abu-Mac Shar,154. Eratosthenes,69 . al-Battani al-Sabi Euclid (fl.ca. 295 B.C.),65,21 0. (858-929), 175,209- Eudoxus (ca. 400-347 B.C),67. al-Blrunl (9 73-1048 ) ,133 ,1 44 . Fakhr al-Din Gurgani al-BitrujI (twelfth (around 1050), 155. century),178. Father Christoph,26l . al-Fahhad,204. Flamsteed,236. al-Hajjag,157. Galileo Galelei,26l. al-Kashi (fl.1420),144. Galileo,261 . Al-Khwarizmi (d.860),176. Ganesa Daivajna (b. 1507),193• al-Marzuqi (d 1030),154. Geminus,72. al-Qayini (10th century),21 6. Hipparchus,70,72,209• al-Qazwinld (d 1283),154. Hyp sides,70. al-ShirazI,204. Ibn Asim (d.1013),154. al-Shirwani,204. -al-Ajdabi ( d. prior Cal-CUrdi (1260),21 6,222. to 1203),154. al-Zarqalluh,1 75,1 79• -ash-Shatir,273• Aluel ben Yesha ,203• -Qutayba (d.884 or 889),154. -
A Previously Unnoticed Appendix in the Iṣlāḥ Al-Majisṭī by Jābir Ibn Aflaḥ
A previously unnoticed appendix in the Iṣlāḥ al-Majisṭī by Jābir ibn Aflaḥ M.ª José Parra Abstract: An examination of the preserved Arabic copies of the Islāḥ al-Majisṭī (12th century AD) has revealed an unnoticed before appendix preserved in MS Escorial ár. 930. The appendix contains in Arabic a portion of a larger passage which was known from (presumably) Gerard of Cremona’s Latin translation of the Iṣlāḥ al-Majisṭī but which had not been found in Arabic copies of the work. The passage pertains to Book VI of the Iṣlāḥ al-Majisṭī, on the fixed stars, and relates particularly to the Milky Way, the Solid Globe and the configurations of the fixed stars. In this article the chapters preserved in the appendix will be located in the context of Book VI of the Iṣlāḥ. It is further examined how far the newly found appendix helps to determine whether the passage known from the Latin formed an original part of Jābir ibn Aflaḥ’s work or was supplemented later, in particular based on the Arabic translations of the Almagest that were available in twelfth- century al-Andalus.1 Keywords: Jābir ibn Aflaḥ, Iṣlāḥ al-Majisṭī (Corrections of the Almagest), Fixed Stars, Gerard of Cremona, Arabic and Latin translations. 1. I refer here to the Arabic translation made by al-Ḥajjāj ibn Yūsuf ibn Maṭar (completed ca. 827/828 AD in Baghdad) and the other, by Isḥāq b. Ḥunayn emended by Thābit b. Qurra (ca. 892 AD). A third Arabic version, by Thābit b. Qurra alone, which was recently identified by Dirk Grupe, seems to have had only little influence in the West; see: D. -
44Th International Congress on Medieval Studies
44th International Congress on Medieval Studies May 7-10, 2009 The Medieval Institute College of Arts and Sciences Western Michigan University Kalamazoo, MI 49008-5432 <www.wmich.edu/medieval> 2009 i This thirteenth-century Spanish processional is owned by the Newberry Library and Western Michigan University as part of the Library’s Joint Acquisitions Collection (Case Manuscript 155). Pictured is folio 74 verso. An exhibition of manuscripts from the Joint Acquisitions Collection will be displayed in the Edwin and Mary Meader Room on the Third Floor of Waldo Library at Western Michigan University during the Congress. It will be open Thursday from 9:00 a.m. to 3:30 p.m., Saturday from 1:00 p.m. to 5:00 p.m., and Sunday from 1:00 p.m. to 3:00 p.m. ii Table of Contents Welcome Letter v Registration vi–vii On-Campus Housing viii Off-Campus Accommodations ix Travel and Parking x Driving to WMU xi Meals xii Facilities xiii Varia xiv Concert xv Film Screenings xvi Plenary Lectures xvii Exhibits Hall xviii Exhibitors—2009 xix Saturday Night Dance xx Advance Notice—2010 Congress xxi The Congress: How It Works xxii David R. Tashjian Travel Awards xxiii Otto Gründler Travel Award xxiv Congress Travel Awards xxv Guide to Acronyms xxvi Richard Rawlinson Center xvii Master’s Program in Medieval Studies xxviii Applying to the MA Program xxix Course Work for the MA xxx Faculty Affiliated with the Medieval Institute xxxi Medieval Institute Publications xxxii–xxxiii Journal of Medieval Iberian Studies xxxiv JMIS Editorial Board xxxv The Otto Gründler Book -
Al-Hewar (The Dialogue) ISBN# 1090 8382
Al-Hewar (The Dialogue) ISBN# 1090 8382 How Muslim inventors The Concept of Islam Hadhari changed the world Adopted from http://www.pmo.gov.my/website/webdb.nsf/ By Paul Vallely is_frameset?openframeset Adopted from http://www.dawn.com/weekly/science/ archive/060325/science3.htm Introduction: rom coffee to cheques and the three-course slam Hadhari is an approach that emphasizes meal, the Muslim world has given us many inno- development, consistent with the tenets of Islam vations that we in the West take for granted. I and focused on enhancing the quality of life. It F Here are 20 of their most influential innovations: aims to achieve this via the mastery of knowl- edge and the development of the individual (1) The story goes that an Arab named Khalid and the nation; the implementation of a dynamic eco- was tending his goats in the Kaffa region of southern Ethio- nomic, trading and financial system; an integrated and bal- pia, when he noticed his animals became livelier after eat- anced development that creates a knowledgeable and pi- ing a certain berry. ous people who hold to noble values and are honest, trust- worthy, and prepared to take on global challengers. He boiled the berries to make the first coffee. Certainly the first record of the drink is of beans exported from Ethiopia Islam Hadhari is not a new religion. It is not a new teaching to Yemen where Sufis drank it to stay awake all night to nor is it a new mazhab (denomination). Islam Hadhari is an pray on special occasions. -
It.G LA THEORIE ASTRONOMIQUE SELON JABIR IBN AFLAH (English Abstract)
it.g LA THEORIE ASTRONOMIQUE SELON JABIR IBN AFLAH (English Abstract) H. Hugonnard-Roche Centre National de la Recherche Scientifique 9 rue Spontini 75116 Paris, France. Ptolemy's Almagest has been criticized by Islamic astronomers in two different ways: criticisms of Ptolemaic parameters and critici sms, like those of the Maragha school, of the geometrical models used as they contradicted certain basic principles like the principle of uniform motion. Jabir ibn Aflah's Islah al-Majisti seems to be outside the two aforemen tioned ways of criticizing the Almagest for he gives an excellent and faithful qualitative account of his kinematical models. He pretends, on one side, to give a complement to the mathematical basis of the Almagest and, on the other, he seems to consider this work as having, in his time, only a theoretical value; due to the modifications of parameters introduced by Islamic astronomers, the Almagest itself has lost, in Jabir's opinion, all practical value for computation. He also gives a list of mistakes he thinks Ptolemy made, but I will limit myself here to analyse what Jabir seems to consider a methodological lack of which I will give only one example: Jabir criticizes Ptolemy's determination of the relative positions of the centre of the equant, the centre of the deferent and the centre of the universe in the case of the models for the superior planets, for he considers that Ptolemy did not give any proof of the fact that the centre of the deferent is the midpoint between the two others. Let us remember that, for the superior planets, Ptolemy uses an iterat ion method in which his starting point is to consider that the centre of the equant and the centre of the deferent are the same point. -
Development of Sciences in Muslim Spain T
DEVELOPMENT OF SCIENCES IN MUSLIM SPAIN ABSTRACT *<>£ TNESIS SubiviiTTEd FOR TNE DEQREE of itftttfr nf piftl000jrijB i» ISLAMIC STUDIES Sy Aicm Malifi %han UNDER THE SUPERVISION OF PROF. M. SALIM KIDWAI T- S*°3° DEPARTMENT OF ISLAMIC STUDIES ALIGARH MUSLIM UNIVERSITY ALIGARH (INDIA) 1997 Spain had remained a part of Muslim world with its conquest by the Muslims in 711 A.D. till the downfall of their rule in 149? A.D. During this period of about eight hundred years many dynasties established there and rul«»d either on the whole peninsula or a part of it. Muslim Spain is also remarkable for the contributions of its scholars to various fields of learnings. These include the Islamic Sciences, the language and literature and other sciences, such as mathematics, medicine, geography, botany, agronomy, astronomy and others. Earlier, various nations, civilizations and races had worked on either all or some of them. However, having become in need of their development they continued to work and made inventions and discoveries. The Babylonians, the Egyptians, the Greeks, the Chinese, the Romans, Mayas, the Hindus and the Japanies are the most important civilizations and nations among them. The beginning of these sciences is traced back to about 2700 B.C. when, it is said that the Babylonians started contributing to the field of mathematics. All these civilizations produced various scholars who worked on different fields. With the establishment of Muslim society they also started contributing to all the branches of learning. The development of sciences in Muslim Spain is said to be started with the introduction of the Rasa'il of Ikhwan 2 al-safa' by al-Majriti.