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         Apollonius Of Perga:     more books (86)
  1. Great Books of the Western World: Volume 11 only: Euclid: Archimedes: Apollonius of Perga: Nicomachus by Robert Maynard (Editor in Chief); Adler, Mortimer (Associate Editor) Hutchins, 1952-01-01
  2. Die Bucher Des Apollonius Von Perga De Sectione Rationis, Nach Dem Lateinisehen Des Edm. Halley, Frey Bearbeitet, Und Mit Einem Anhange Versehen Von Dr. W. A. Diesterweg by W. A., Ed. Apollonius of Pergaeus. Diesterweg, 1824-01-01
  3. Apollonius of Perga (French Edition) by Frederic P. Miller, Agnes F. Vandome, et all 2010-04-27
  4. Apollonius of Perga: An entry from Gale's <i>Science and Its Times</i> by Judson Knight, 2001
  5. 262 Bc: 262 Bc Births, 262 Bc Deaths, Zeno of Citium, Apollonius of Perga, Acrotatus Ii, Philemon
  6. Great Books of the Western World - Euclid, Archimedes, Apollonius of Perga, Nicomachus
  7. Apollonius of Perga : Treatise on Conic Sections by T. L. Heath, 1896
  8. 190 Bc: 190 Bc Births, 190 Bc Deaths, 190 Bc Establishments, Hipparchus, Artashat, Apollonius of Perga, Battle of Magnesia, Kingdom of Armenia
  9. Great Books of the Western World Euclid, Archimedes, Apollonius of Perga and Nicomachus (11)
  10. Pamphylians: Apollonius of Perga, Philip of Side, Diodorus of Aspendus
  11. The Thirteen Books of Euclid's Elements, The Works of Archimedes, On Conic Sections By Apollonius of Perga, Introduction to Arithmetic By Nichomachus of Gerasa. Great Books of the Western World 11 by Robert M., Euclid, Archimedes, Apollonius, Nichomachus Hutchins, 1952
  12. Die Bücher Des Apollonius Von Perga De Sectione Rationis (German Edition) by Apollonius, Edmond Halley, 2010-01-10
  13. Volume 11 Great Books of the Western World: The Thirteen Books of Euclid's Elements; the Works of Archimedes Including the Method; on Conic Sections By Apollonius of Perga and Introduction to Arithmetic By Nicomachus of Gerasa by Unknown, 1952
  14. Des Apollonius von Perga sieben bücher über kegelschnitte (German and German Edition) by Apollonius, 1861-01-01

21. Apollonius Of Perga's
apollonius of perga's Conica Mnemosyne, Supplements, 222. Text, Context, Subtext.Michael N. Fried and Sabetai Unguru. (you can always remove it later).
http://www.brill.nl/product.asp?ID=9462

22. Apollonius Of Perga | 262-190 BC | Greek Mathematician
apollonius of perga 262190 BC Greek mathematician. BiographicalInformation. Occupation, Sphere of Activity. apollonius of perga
http://www.nahste.ac.uk/isaar/GB_0237_NAHSTE_P1095.html
Biographical Information Occupation, Sphere of Activity Apollonius of Perga ( c262-c190 BC ) - whose life story remains a mystery as it is not even certain he was born in Perga, and his life dates are rough estimates - is remembered for his only major work still extant, Conics , an 8-book work (of which the first 7 survive) which summarises the knowledge of the time on the subject, and goes on to introduce numerous major new ideas. The terms "ellipse", "parabola" and "hyperbola" to describe conical sections, were coined in this work, and new definitions of the shapes were found. Until then, they had been defined as sections, perpendicular to the base, of different types of cone. Apollonius redefined them all as sections, at different angles, of the same cone. He credited Conon of Samos ( c280-c220 BC ), a collaborator of Archimedes of Syracuse ( c287-212 BC ), and Euclid of Alexandria ( c325-c265 BC ) with the original work on conical sections that inspired this work. Of his other books, all, with the exception of

23. Apollonius Of Perga | 262-190 BC | Greek Mathematician
the project the collections biographies multimedia researchuses. apollonius of perga 262190 BC Greek mathematician.
http://www.nahste.ac.uk/pers/a/GB_0237_NAHSTE_P1095/
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24. Phorum - Apollonius Of Perga
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26. APOLLONIUS OF PERGA [FRIED, M
apollonius of perga FRIED, MNUNGURU, S. Eds., apollonius of perga's Conica.Text, context, subtext (Mnemosyne), Leiden-Boston-Köln, Brill, 2001.
http://www.univ-lille3.fr/set/acquisitionsjanvier2002.html
Nouvelles acquisitions janvier 2002 APOLLONIUS OF PERGA [FRIED, M.N.-UNGURU, S. [Eds.], Apollonius of Perga's Conica . Text, context subtext Mnemosyne Leiden-Boston-Köln Brill
Maison de la Recherche ARRIGHETTI, Graziano-TULLI , Mauro [ Eds Letteratura e riflessione sulla letteratura nella cultura classica Atti del Convegno Pisa 7-9 giugno , Pisa, Giardini Editore
Bibliothèque de Philologie BOEDEKER, Deborah-SIDER, David (Eds.), The new Simonides contexts of praise and desire New York , Oxford University Press, 2001.
Bibliothèque de Philologie BURLEY, Walter [SOMMERS, M.C. (Ed.)], Quaestiones super librum Posteriorum (Studies and texts, 136), Toronto, Pontifical Institute of mediaeval studies, 2000.
Maison de la Recherche BUXTON, Richard [Ed.], From Myth to Reason ? Studies in the development of Greek Thought Oxford , Oxford University Press, 2001.
Bibliothèque de Philologie CONTI BIZZARR0, Ferrucio Poetica e critica letteraria nei Frammenti dei poeti comici graeci Speculum Napoli , M. D'

27. Apollonius Of Perga; Conics, Books I-III
apollonius of perga; Conics, Books I – III Translation by R. CatesbyTalisferro Diagrams by William H. Donahue Introduction by
http://www.sjcsf.edu/bookstore/conics.htm
Apollonius of Perga; Conics, Books I – III Translation by R. Catesby Talisferro
Diagrams by William H. Donahue
Introduction by Harvey Flaumenhauft ( bio
Published by Green Lion Press
Hardcover: $42.00 (#7763)
Paperback: $23.95 (#7798) "If we want to read for ourselves authors like Kepler and Newton, or if we want to understand the significance of the Cartesian mathematics that has shaped the world we live in and shapes our minds as well—either way, whether to understand the past in its own terms or to understand the present as a deliberate transformation of the past—we need to study Apollonius."
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28. Apollonius Of Perga
Apollonius, of Perga (c. 245c. 190 BC). Greek mathematician, called'the Great Geometer'. In his work Conica/The Conics he showed
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/A/Apollonius/1.h
Apollonius, of Perga (c. 245-c. 190 BC)
Greek mathematician, called 'the Great Geometer'. In his work Conica/The Conics he showed that a plane intersecting a cone will generate an ellipse, a parabola, or a hyperbola, depending on the angle of intersection.
In astronomy, he used a system of circles called epicycles and deferents to explain the motion of the planets; this system, as refined by Ptolemy , was used until the Renaissance. It is thought that Apollonius may have studied at the school established by Euclid at Alexandria, especially since much of his work was built on Euclidean foundations.
Of his eight-volume treatise Conica, seven volumes are extant. The first four books consisted of an introduction and a statement of the state of mathematics provided by his predecessors.
In the last four volumes Apollonius put forth his own important work on conic sections, the foundation of much of the geometry still used today in astronomy, ballistic science, and rocketry

29. Apollonius Of Perga
apollonius of perga fl. 247205 bc , Greek mathematician of the Alexandrianschool. He produced apollonius of perga. fl. 247-205
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    Apollonius of Perga fl. 247-205 b.c. , Greek mathematician of the Alexandrian school. He produced a treatise on conic sections that included, as well as his own work, much of the work of his predecessors, among whom was Euclid. Apollonius introduced the terms parabola, hyperbola, and ellipse. In his works Greek mathematics reached its culmination.
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  • 30. Apollonius Of Perga
    encyclopediaEncyclopedia apollonius of perga. apollonius of perga,fl. 247–205 BC, Greek mathematician of the Alexandrian school.
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    Newsletter You've got info! Help Site Map Visit related sites from: Family Education Network Encyclopedia Apollonius of Perga Apollonius of Perga, fl. 247 B.C. , Greek mathematician of the Alexandrian school. He produced a treatise on conic sections that included, as well as his own work, much of the work of his predecessors, among whom was Euclid. Apollonius introduced the terms parabola, hyperbola, and ellipse. In his works Greek mathematics reached its culmination. Apollonius Apollonius of Tyana Search Infoplease Info search tips Search Biographies Bio search tips About Us Contact Us Link to Infoplease ... Privacy

    31. Great Books Index - Apollonius
    GREAT BOOKS INDEX. apollonius of perga (about 262about 190BC). An Index to Online Great Books in English Translation.
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    32. Encyclopædia Britannica
    apollonius of perga Encyclopædia Britannica Article. MLA style apollonius of perga. Encyclopædia Britannica 2003 Encyclopædia Britannica Premium Service.
    http://www.britannica.com/eb/article?eu=8133

    33. 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.
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    34. Apollonius Of Perga
    Z. Or search the encyclopaedia HUTCHINSON ENCYCLOPEDIA. Apolloniusof Perga. Greek mathematician, called the Great Geometer. In his
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    HUTCHINSON ENCYCLOPEDIA Apollonius of Perga Greek mathematician, called the Great Geometer. In his work Konica/The Conics he showed that a plane intersecting a cone will generate an ellipse, a parabola, or a hyperbola, depending on the angle of intersection. In astronomy, he used a system of circles called epicycles and deferents to explain the motion of the planets this system, as refined by Ptolemy, was used until the Renaissance.
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    35. Apollonius Of Perga
    JJ, O’Connor, and EF Robertson. “apollonius of perga” http//wwwgap.dcs.st-and.ac.uk/~history/Mathematicians/Apollonius.html(September 25, 2002).
    http://sps.k12.mo.us/phs/jpetersen/projects/mathematicians/apollonius.htm
    The Works of Apollonius Apollonius was born around 260B.C. and was known as ‘The Great Geometer’. He was born in Perga which is now Antalya, Turkey. During Apollonius’ time Perga was the center of culture and the place of worship for Queen Artemis, a nature goddess. When he was a young man Apollonius departed to Alexandria where he studied under the followers of Euclid and later taught there. Apollonius' greatest works were his works written down in the eight books of Conics. Books one to four form an elementary introduction to the basic properties of conics. Most of the results of books 1-4 were known to Euclid, Aristaeus and some others. Though books five to seven are highly original, eight was lost over time, in these Apollonius discusses normals to conics and explains how many can be drawn from a single point. He also gives propositions determining the center of a curvature which led to his Cartesian equation of the evolute. Heath, a fellow geometer of Apollonius, quoted on some of the later works of Conics. Heath … is the most remarkable of the extant Books.

    36. Classics : Authors
    apollonius of perga. apollonius of perga Site maintained by the School of Mathematicsand Statistics, University of St Andrews,Scotland. Apollonius Rhodius.
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    Sources for genres in literature such as prose fiction, epic literature, satire etc. are included in the Literature section of the Subject Guide
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    Index Aeschineus / S. Preuss, 1965 [Reprint of Teubner edition of 1926] MAIN COLLECTION 88 A19Z
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    Aeschylus / S. Ireland, 1986

    37. Malaspina.com - Malaspina Great Books Home Page - Database Index
    Literature; Antonioni Cinema; Aphrodite and Eros Art; Apolloniusof Perga Literature; apollonius of perga Science; Apulian Art
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  • 38. Apollonius Problem
    Draw a circle tangent to three given circles. The problem was posed and solvedby one of the greatest Greek geometers, apollonius of perga (ca.
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    Apollonius Problem: What is it?
    A Mathematical Droodle
    Explanation Alexander Bogomolny
    Apollonious Problem
    Draw a circle tangent to three given circles. The problem was posed and solved by one of the greatest Greek geometers, Apollonius of Perga (ca. 260-170 B.C.) However, his original solution that was included in his treatise De Tactionibus Tradionally, the problem covers several special cases. For example, one or more of the given circles may degenerate into a point. (If all 3 do, the problem is then reduced to constructing the circumcircle of a given triangle. Note that if the three points are collinear , the circumcircle degenerates into a straight line. If the given circles touch at the same point, there is an infinitude of solutions. Quite often, especially in Inversive Geometry , straight lines are also considered circles - circles with infinite radius and center at infinity. In particular, if the three sides lines of a triangle are looked at as such circles of infinite radius, the incircle and the three excircles of the triangle are solutions to the Apollonius' problem. The applet above eschews those cases. However, even if we only concentrate on the circles proper, the problem may not have a solution. This happens, for example, if the given circles are

    39. Buecher Suchen Hilfe Home Uebersicht Neu Links AGB Versand
    Suche nach apollonius of perga 1 Titel gefunden Titel 1 angezeigt, stapelnoder bestellen. apollonius of perga, Treatise on Conic Sections.
    http://buchantiquariat.com/buecher/linxuche.php3?suchstr=Apollonius of Perga

    40. Buecher Suchen Hilfe Home Uebersicht Neu Links AGB Versand
    Translate this page apollonius of perga, Treatise on Conic Sections. apollonius of perga, Treatiseon Conic Sections. Cambridge Heffer, 1961. Cloth with jacket.
    http://buchantiquariat.com/buecher/linxuche.php3?Kennung=&suchstr=mathe

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