Apollonius of Perga's Conica : text, context, subtext /

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Bibliographic Details
Author / Creator:Fried, Michael N.
Imprint:Leiden ; Boston : Brill, 2001.
Description:xii, 499 p. : ill. ; 25 cm.
Language:English
Series:Mnemosyne, bibliotheca classica Batava. Supplementum, 0169-8958 ; 222
Mnemosyne, bibliotheca classica Batava. Supplementum ; 222.
Subject:
Format: Print Book
URL for this record:http://pi.lib.uchicago.edu/1001/cat/bib/4461080
Hidden Bibliographic Details
Other authors / contributors:Unguru, Sabetai.
ISBN:9004119779 (alk. paper)
Notes:Includes bibliographical references and index.

MARC

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490 1 |a Mnemosyne, bibliotheca classica Batava. Supplementum,  |x 0169-8958 ;  |v 222 
504 |a Includes bibliographical references and index. 
505 0 0 |g I.  |t Geometrical Algebra --  |g A.  |t Its Formulation --  |g B.1.  |t Its Origins --  |g B.2.  |t Strength and Weakness of Geometrical Algebra --  |g C.  |t The Influence of "Geometrical Algebra" in the Interpretation of the Conica --  |g II.  |t The Elements of Conic Sections in the Framework of Books I-III --  |t Apollonius's Introduction and the General Nature of "Elements" --  |t The Initial Definitions --  |t The Definitions of the Conic Sections and the Symptomata --  |t A Second Look at the Algebraic Interpretation of The Elements of Conics --  |t Symptomata and Equations --  |t The Locus Problem --  |t Intentiones Primae and Intentiones Secundae --  |t The Place of Diameters --  |g III.  |t Book IV of the Elements of Conic Sections: How Conic Sections Meet in the Plane --  |t The Investigation of Opposite Sections --  |t How Conic Sections Meet in a Plane --  |t Digression: Descartes' Treatment of Cutting and Touching in La Geometrie --  |t The Possibility of Different Conic Sections in One Plane --  |g IV.  |t Maximum and Minimum Lines: Book V of the Conica --  |t The Conventional View: Normals as Maxima and Minima --  |t The Importance of Normals --  |t The Evolute --  |t Maximum and Minimum Lines as Longest and Shortest Lines --  |t Neusis-like Constructions --  |g V.  |t Equality and Similarity: Book VI of the Conica --  |t Equality --  |t Similarity --  |t Equality and Similarity --  |t The Constructions --  |g VI.  |t Diorismic Theorems and the Use of Analogy: Book VII of the Conica --  |t Diorismoi and Diorismic Theorems --  |t A Glance at Halley's Book VIII --  |t The Diorismic Theorems of Book VII --  |t Images of Diameters and Latera Recta --  |g VII.  |t Once Again, the use of Analogy in Apollonius: Conics and Circles --  |t The Tangent and the Asymptote: An "Internal" Analogy in the Conica --  |t Circles and Conic Sections --  |g VIII.  |t The Conica as an Integral Whole: Elementary and Non-Elementary Books --  |t Was the Conica Written as One book? --  |t Elementary and Advanced Books: The Basic Division in the Conica --  |g IX.  |t Some Circumscribed Reflections on the Historiography of Hellenistic Mathematics --  |g App.  |t English Translation of Book IV. 
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