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Apollonius Of Perga:     more books (86)

THE THIRTEEN BOOKS OF EUCLID'S ELEMENTS; INTRODUCTION TO ARITHMETIC BY NICOMACHUS - GREAT BOOKS OF THE WESTERN WORLD, V11 by ROBERT MAYNARD - EDITOR-IN-CHIEF EUCLID; ARCHIMEDES; APOLLONIUS OF PERGA; NICOMACHUS; HUTCHINS, 1952-01-01 On Conic Sections Books I-III (The Great Books) by Apollonius of Perga, 1952 Apollonii Pergæi inclinationum libri duo. Restituebat Samuel Horsley, ... (Latin Edition) by of Perga Apollonius, 2010-05-28 Sieben Bücher Über Kegelschnitte, Nebst Dem Durch Halley Wieder Hergestellten Achten Buche; (German Edition) by Apollonius of Perga, Halley Edmond 1656-1742, et all 2010-10-14 TheArgonautica-Apollonius Rhodius by Apollonius Rhodius, 2010-02-18 Géomètre: Felix Klein, Edmond Halley, Marin Ghetaldi, Gaspard Monge, Apollonius de Perga, Archytas de Tarente, Grigori Perelman (French Edition) Des Apollonius Von Perga Sieben Bücher Über Kegelschnitte Nebst Dem Durch Halley Wieder Hergestellten Achten Buche (German Edition) by Anonymous, 2010-02-22 Personnalité Du Iie Siècle Av. J.-C.: Ératosthène, Hannibal Barca, Hipparque, Scipion Émilien, Apollonius de Perga, Gracques, Ptolémée Viii (French Edition) Ueber das problem des Apollonius von Perga von den Berührungen.... by Johann Thomas (1786-1841). AHRENS, 1832 Astronome de La Grèce Antique: Thalès, Ptolémée, Anaximandre, Ératosthène, Aristote, Hipparque, Apollonius de Perga, Aristarque de Samos (French Edition) Date de Naissance Inconnue (Iiie Siècle Av. J.-C.): Manéthon de Sebennytos, Plaute, Han Gaozu, Apollonius de Perga, Ctésibios (French Edition) The Classics of the St. John's Program Apollonius If Perga **3 Volumes** by R. Catesby (Trans) *Author Signed!* Taliaferro, 1939-01-01 The Thirteen Books of Euclid's Elements; The Works of Archimedes Including the Method; On Conic Sections; and Introduction to Arithmetic (Britannica Great Books, 11) by Euclid, Archimedes, et all 1952 Apollonius of Perga: Treatise on conic sections by Apollonius, 1961

lists with details

61. BMCR-L: BMCR 2002.09.34 Fried & Unguru, Apollonius Of Perga's Conica:
    Michael N. Fried, Sabetai Unguru, apollonius of perga s Conica Text, Context,Subtext. Mnemosyne Supplement no. 222. Leiden Brill, 2001. Pp. xii, 499.  
    http://omega.cohums.ohio-state.edu/mailing_lists/BMCR-L/2002/0308.php
    
    Extractions: Word count: 3042 words This book brings to completion the long-standing research project of the second author delineating the geometrical character of Greek mathematics and showing that a historian of mathematics ought, first and foremost, to be a historian. It is also the first book-length publication by the first author, giving in detail many of his new interpretations of Apollonius' Conics. For both authors this book should be considered a clear success. It effectively makes the case for a geometrical interpretation of Greek mathematics and will be considered the standard work on Apollonius. The two leading concerns of the book with historiography, and with Apollonius are visible in its structure. The First Chapter as well as the final Chapter Nine discuss the major historiographical question: does Greek mathematics in its original form differ essentially from its transcription in algebraic expressions? The remaining chapters 2-8 form a systematic, though not exhaustive, survey of the structure and contents of the Conics. (Books I-III are studied in Chapter Two; Chapters Three to Six deal with Books IV to VII, respectively; Chapters Seven and Eight each deal with overall features of Apollonius' Conics).

62. APOLLONIUS OF PERGA., Treatise On Conic Sections. Edited In Modern Notation With
    apollonius of perga. Treatise on Conic Sections. Edited in modern notation withintroductions including an essay on the earlier history of the subject by  
    http://www.polybiblio.com/finch/90419.html
    
    Extractions: Simon Finch Rare Books APOLLONIUS OF PERGA. Treatise on Conic Sections. Edited in modern notation with introductions including an essay on the earlier history of the subject by T[homas]. L[ittle]. Heath... Cambridge: University Press, 1896. This item is listed on Bibliopoly by Simon Finch Rare Books ; click here for further details.

63. Apollonius Of Perga
    The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set.  
    http://episte.math.ntu.edu.tw/people/p_apollonius/
    
    Extractions: Apollonius¡]¬ù-262¡ã¬ù-190¡^¡A¥Í©ó·R¶ø¥§¨È¡]¤µ¤g¦Õ¨ä Antalya¡^¡A¨ò©ó®J¤Î¨È¤O¤s¨ô¡CÄ~¼Ú´X¨½±o«á¡A³Ì­«­nªº§Æ¾´X¦ó¾Ç®a¡AµÛ¦³¡m¶êÀ@¦±½u¡n(Conics)¡C Apollonius ¦b¦~»´®É§Y¨ì¨È¤O¤s¨ôÀH¼Ú´X¨½±oªº¾Ç¥Í¬ã²ß´X¦ó¾Ç¡A¨¤@ª½¦b¸Ó¦a¥ô±Ð¡CApollonius ªº¨ä¥L¥Í¥­­­©ó¥v®Æ¡A¦h¥b¤£¸Ô¡A¥u¯à±q¥L©ÒµÛ¡m¶êÀ@¦±½u¡nªº§Ç­¶»P®É¤H¤@¨Ç°O¸ü¡A²¤ª¾¤@¤G¡C °£¤F¡m¶êÀ@¦±½u¡n¡A¾Ú¡]Pappus¡^»¡ Apollonius ÁÙ´¿¸g¼g¤U¨ä¥L­«­nªº´X¦óµÛ§@¡A¤µ¤Ñ§Ú­Ì¤j³¡¤À±o³z¹L10¥@¬ö¦^±Ð¼Æ¾Ç®aªº°O¸ü¨Ó°l¯Á¥¦­Ì¡C Apollonius ªº¥t¤@­Ó­«­nªº°^Äm¬O¬°§Æ¾¤Ñ¤å¾Ç¥´¤U¼Æ¾Ç°ò¦¡A¨Ï¥Î´X¦ó¼Ò«¬¨Ó¸ÑÄÀ¦æ¬P¹B°Ê¡A¼ô½m¦a¹B¥Î°¾¤ß¶ê (eccentric) »P©PÂà¶ê (epicyclic) ¹B°Ê¨Ó¤ÀªR¦æ¬Pªº¹B¦æ¡C ¥t¥~¡AApollonius ÁÙ´¿¸g°Q½×¥­¦æ¥ú½u»EµJªº¥ú¾Ç°ÝD¡C»¡©úÀ³¨Ï¥Î©ßª«­±è¦Ó«D®É¤H©Ò¬Û«Hªº¶ê²yè¡A¤~¯à¨ú±o»EµJªº®ÄªG¡C

64. Personal Names
    apollonius of perga search TmiWeb for this person apollonius of perga.More information. Biography by Baldi (from Cronica)  
    http://euromusicology.cs.uu.nl:6334/dynaweb/info/persinfo/persons/@Generic__Book

65. History Of Mathematics: Greece
    245); apollonius of perga (c. 260c. 185); Nicomedes (c. 240?) Dositheus ofAlexandria (fl. c. 230); Perseus (fl. 300-70 BCE?) Dionysodorus of Amisus (c.  
    http://aleph0.clarku.edu/~djoyce/mathhist/greece.html

66. WORDTHEQUE - Word By Word Multilingual Library
    apollonius of perga. fl. 247–205 BC, Greek mathematician of the Alexandrian school.He produced a treatise on conic sections that included, as well as his  
    http://www.wordtheque.com/pls/wordtc/new_wordtheque.w6_home_author.home?code_aut

67. Encyclopædia Britannica
    apollonius of perga The Arabic Translation of the Lost Greek apollonius of perga The Arabic Translation of the Lost Greek Original in theVersion of the Banu Musa Sources Conics Books V to VII Only £161.00  
    http://www.search.eb.com/eb/article?eu=8133

68. Great Books Index - Apollonius
    apollonius of perga (about 262about 190 BC). An Index to Online Great Books inEnglish Translation. AUTHORS/HOME . TITLES . ABOUT GB INDEX . BOOK LINKS  
    http://books.mirror.org/gb.apollonius.html

69. Apollonius_of_Perga
    apollonius of perga or Perge (c. 262 BC c. 190 BC) was a Greekgeometer and astronomer, noted for his writings on conic sections.  
    http://copernicus.subdomain.de/Apollonius_of_Perga
    
    Extractions: Main Page '''Apollonius of Perga''' or '''Perge''' (c. 262 BC - c. 190 BC ) was a Greek geometer and astronomer , noted for his writings on conic section s. It was Apollonius who gave the ellipse , the parabola , and the hyperbola the names by which we know them. The hypotheses of eccentric orbit s, or equivalently, deferent and epicycle s, to explain the apparent motion of the planets and the varying speed of the Moon , are also attributed to him.

70. PSIgate - Physical Sciences Information Gateway Search/Browse Results
    apollonius of perga Born about 262 BC in Perga, Pamphylia, Greek Ionia (nowMurtina, Antalya, Turkey) Died about 190 BC in Alexandria, Egypt Click the  
    http://www.psigate.ac.uk/roads/cgi-bin/search_webcatalogue2.pl?limit=200&term1=A

71. Gray Booksellers > Featured Items
    apollonius of perga, a Greek geometer from the southern coast of Turkey, In its entry for apollonius of perga, the Encyclopedia Britannica calls the  
    http://www.graybooksellers.com/2005/CAT_31/PAGES/APPOLONII.html
    
    Extractions: in vico Little-Britain, 1675 Quarto, 7.75 x 6.25 in. First edition printed in England [A]2, B-O4. Twelve large folded engravings of conic sections accompany the text. This pleasing copy is bound in modern paper wraps with little or no browning. All illustraions are present and in excellent condition.

72. Apollonius Of Perga
    Translate this page apollonius of perga Geometry. Great Geometer. Conics. Parabola. Ellipse. Hyperbola.  
    http://apuntes.rincondelvago.com/apollonius-of-perga.html

73. Biographies By Year Index Apollonius Of Perga To Roscius
    Biographies of people living and dead of all nations.  
    http://www.allbiographies.com/280BCindex.php

74. Geometry History Books
    (1999), cover Apollonius Conics Books I III by apollonius of perga, Illustratedby William Donahue No Customer Reviews. New Out of Stock List $23.95  
    http://geometryalgorithms.com/books_history.shtml
    
    Extractions: Home Overview History Algorithms ... Mathematics History Books Journals Proceedings The story of geometry's evolution can be found in our recommended books categorized as follows: Comprehensive Ancient Greek Modern Also, check out our Short History of Geometry with mini-biographies of history's most influential geometers. Comprehensive Geometry History Books The Golden Ratio: The Story of Phi Buy Used from: For the Greeks, the golden ratio was second only to pi. This book traces its history from the Greek origin through the middle ages to modern times. The exposition uses this to give a brief history of math and the place of phi in it. It further shows how phi crops up in many natural phenomenon, but is careful to debunk the many myths surrounding this number. Overall, this is an enjoyable read for both the professional and lay mathematician. Polyhedra Buy Used from: This book thoroughly documents the many and varied ways that polyhedra have surfaced throughout the development of mathematics from ancient to modern times. Additionally, it contains a lot of rigorous math describing the properties of polyhedra and their influence on many branches of mathematics. In effect, this book teaches about polyhedra using historical evolution as the pedagogic device to expose them. The result is a first rate historical exposition that should be read by all geometers.

75. Sir Thomas Little Heath
    apollonius of perga Sir Thomas Little Heath Published 1896. Archimedes Sir ThomasLittle Heath Published 1897. Aristarchus of Samos The Ancient  
    http://parish.ashtead.org/people/tlh.htm
    
    Extractions: Sir Thomas Little Heath Sir Thomas Little Heath , 5 Oct 1861, Barnetby le Wold, Lincoln, England - 16 March 1940, Ashtead Source: Concise Dictionary of National Biography English mathematical historian who specialized in ancient Greece. His History of Greek Mathematics 1921 is regarded as the standard work on the subject in the English language. KCB 1909. Heath was born in Lincolnshire, studied at Cambridge and joined the civil service. He rose through the ranks in the Treasury Office; in 1913 he was appointed joint permanent secretary to the Treasury and auditor of the Civil List, and he was comptroller general and secretary to the Commissioners for the Reduction of the National Debt 1919-26. Between 1885 and 1912, Heath edited the works of Greek mathematicians

76. Title Page For ETD 851
    Title, A Mathematical Translation of apollonius of perga s Conics IV. Abstract.apollonius of perga was one of the greatest mathematicians of the ancient  
    http://etda.libraries.psu.edu/theses/approved/PSUonlyIndex/ETD-851/

77. Book Review: Prolegomena Mathematica : From Apollonius Of Perga To The Late Neop
    Title Book Review Prolegomena mathematica from apollonius of perga to thelate Neoplatonists / Brill Academic, 1998 Book Authors Mansfeld,  
    http://adsabs.harvard.edu/abs/1999JHA....30..315M
    
    Extractions: Title: Book Review: Prolegomena mathematica : from Apollonius of Perga to the late Neoplatonists / Brill Academic, 1998 Book Authors: Mansfeld, J. Journal: Journal for the history of astronomy vol. 30, pt. 3, p. 315 (1999) Publication Date: Origin: UTAL Bibliographic Code: Abstract Not Available Bibtex entry for this abstract Preferred format for this abstract (see Preferences) Use: Authors Title Return: Query Results Return items starting with number Query Form Database: Astronomy/Planetary Instrumentation Physics/Geophysics arXiv e-prints

78. Researchisrael.shtml
    apollonius of perga s Conica Text, Context, Subtext (with Sabetai Unguru). apollonius of perga s Conics, Book IV Translation, Introduction, and Notes.  
    http://extranet.edfac.unimelb.edu.au/DSME/lps/Countries/researchisrael.shtml
    
    Extractions: My research activities and interests are quite varied. The LPS is a major research activity for me, but I am also involved in teacher in-service programs and maintain an interest in pedagogical issues, aspects of assessment, and humanistic approaches in mathematics education. I also have a keen interest in the history of mathematics.

79. Apollonius' Tangency Problem
    apollonius of perga (born circa 261 BC) subsequently generalized this by showinghow to find a circle tangent to three objects in the plane,  
    http://www.mathpages.com/home/kmath113.htm
    
    Extractions: Polynomials For Sums of Square Roots , an equation of this form, when cleared of radicals, leads to the polynomial [(K - s1)^2 - 4 s2]^2 - 64 K s3 = (2) where s1=a+b+c, s2=ab+ac+bc, and s3=abc. Since each of a,b,c is a polynomial in the unknown quantity r of degree 2, the resulting polynomial is of degree 8, and it is extremely laborious to actually generate this polynomial, let alone solve it. For example, consider the case of three circles whose centers are separated by distances of 32, 26, and 29 units, and whose radii are 4, 6, and 7 units (opposite the edges, respectively) as shown below. Return to MathPages Main Menu

80. ªüªiù¥§¶ø´µ¡£Apollonius Of Perga¡¤
    The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set.  
    http://www.edp.ust.hk/math/history/3/3_85.htm
    
    Extractions: ¬ù¤½¤¸«e ¢w¬ù«e ¡A¥j§Æ¾ §Æ¾¼Æ¾Ç®a¡B¤Ñ¤å¾Ç®a¡C¥Í©ó¤p¨È²Ó¨È«n©¤ªº¨Øº¸®æ¡C¦~«C®É¨D¾Ç©ó¨È¾ú¤s¤j¡A¸òÀH¼Ú´X¨½¼wªº«áÄ~ªÌ¾Ç²ß¡C«á¨Ó¦b¨ºùرоǨ¦b¤Ñ¤å¾Ç¬ã¨s¤¤º¥¦³¦W®ð¡C¤@«×¨ì¹L¤p¨È²Ó¨È¦è©¤ªº©¬¥[°¨¡A¦b¨ºùتº¾Ç®Õ©M¹Ï®ÑÀ]¤u§@¹L¡Aµ²Ñ¼Ú¼w²ö´µµ¥¤H¡Cªüªi¹¥§¶ø´µ±`©M¼Ú´X¨½¼w ¡B ªü°ò¦Ì¼w¦XºÙ¬°¨È¾ú¤s¤j«e´Á¤T¤j¼Æ¾Ç®a¡C ªüªi¹¥§¶ø´µªº¥D­n¦¨´N¬O«Ø¥ß¤F§¹¬üªº¶êÀ@¦±½u½×¡AÁ`µ²¤F«e¤H¦b³o¤è­±ªº¤u§@¡A¦A¥[¤W¦Û¤vªº¬ã¨s¦¨ªG¡A¼¶¦¨¡m¶êÀ@¦±½u½×¡n¤K¤j¨÷¡A±N¶êÀ@¦±½uªº©Ê½èºô¹¬pºÉ¡A´X¥G¨Ï«á¤HµL´¡¨¬ªº¾l¦a¡C¡m¶êÀ@¦±½u½×¡n¬O¤@³¡¸g¨å¥¨µÛ¡A¥i¥H»¡¬O¥Nªí¤F§Æ¾´X¦óªº³Ì°ª¤ô¥­¡C¦Û¦¹¥H«á¡A§Æ¾´X¦ó«K¨S¦³¹ê½è©Êªº¶i¨B¡Cª½¨ì ¡C®Ñ¤¤­º¥ýµý©ú¤F¤TºØ¶êÀ@¦±½u³£¥i¥H¥Ñ¦P¤@¶êÀ@ÅéºI¨ú¦Ó±o¡A§ïÅܤF¹L¥h­n¥Î¤TºØ¤£¦PªºÀ@ÅéºI¨úªº¤èªk¡AÄ~¦Óµ¹¥X ©ßª«½u ¡B ¡B Âù¦±½u ¡A¥¿¥æ©¶µ¥¦WºÙ¡A¨ú¥N¤F¹L¥hªºª½¨¤¶êÀ@¦±½u¡B¶w¨¤¶êÀ@¦±½u©M¾U¨¤¶êÀ@¦±½uªº¥sªk¡C ¥Lªº¨ä¥LµÛ§@¦³¡mºI¨ú½u¬q¦¨¤ñ¨Ò¡n¡B¡mºI¨ú­±¿nµ¥©ó¤wª¾­±¿n¡n¡B¡m½×¤ÁIJ¡n¡B¡m¥­­±­y¸ñ¡n¡B¡m¶É±×¡n¡B¡m¤Q¤G­±¿n©M¤G¤Q­±Åé¹ï¤ñ¡n¡B¡mµL§ÇµL²z¶q¡n©M¡m¨ú¤õè¡nµ¥¡C¨ä¤¤¡m½×¤ÁIJ¡n¤¤µ¹¥X¡yªüªi¹¥§¶ø´µ°ÝD¡z¡A§Y§@¤@­Ó¶ê»P¤T¤wª¾¶ê¬Û¤Á¡C¡m¨ú¥úè¡nµý©ú¤F©ßª«­±èªº»EµJ©Ê½è¡C¥LÁÙ¦b¤Ñ¤å¾Ç¤¤¦³«Ø¾ð¡Aµý©ú¤F¨D¦æ¬P¯dÂIªº¤èªk¡A±N´X¦ó¾ÇÀ³¥Î©ó¤Ñ¤å¬ã¨s¡C ©Mªü°ò¦Ì¼w¤ñ¸û¡Aªüªi¹¥§¶ø´µª`·N¹Ï§Îªº´X¦ó©Ê½è¡A¦Ó«áªÌ°¼­«¼Æ­È­pºâ¡A¨Ï¤§¦¨¬°¿n¤Àªº¥ýÅX¡C

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