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         Greek Mathematics:     more books (100)
  1. Apollonius: Conics Books V to VII : The Arabic Translation of the Lost Greek Original in the Version of the Banu Musa (Sources in the History of Mat)volume II
  2. Ibn Al-Haytham's Completion of the Conis (Sources and Studies in the History of Mathematics and Physical Sciences)
  3. Euclid: The Great Geometer (The Library of Greek Philosophers) by Chris Hayhurst, 2006-02-03
  4. Euclid - The Creation of Mathematics by Benno Artmann, 2001-09-27
  5. The Mathematics of Plato's Academy: A New Reconstruction by David H. Fowler, 1999-07-29
  6. The Bequest of the Greeks. by Tobias, Dantzig, 1969-01
  7. Universal Mathematics in Aristotelian-Thomistic Philosophy: The Hermeneutics of Aristotelian Texts Relative to Universal Mathematics. by Charles Bonaventure Crowley, 1980-02
  8. Pappus of Alexandria and the Mathematics of Late Antiquity (Cambridge Classical Studies) by Serafina Cuomo, 2007-06-21
  9. Diophantus of Alexandria: A study in the history of Greek algebra by Thomas Little Heath, 1964
  10. Greek geometry from Thales to Euclid by George Johnston Allman, 1877
  11. Pappus of Alexandria - Book 7 of the Collection: Part 1: Introduction, Text, and Translation Part 2: Commentary, Index, and Figures (Sources in the History of Mathematics and Physical Sciences)
  12. The Ancient Greek World at the University of Pennsylvania: The Rodney S. Young Gallery
  13. The Limits of Participation: Women & the Civic Life in the Greek East in the Hellenistic & Roman Periods (Dutch Monographs on Ancient History and Archaeology, V. 15) by Riet Van Bremen, Riet Van Bremen, 1996-06
  14. The Visual Poetics of Power: Warriors, Youths, and Tripods in Early Greece (Greek Studies: Interdisciplinary Approaches) by Nassos Papalexandrou, 2005-02

41. OUP: A Short History Of Greek Mathematics: Gow
A Short History of greek mathematics. James Gow Price £18.50 (Hardback) 08284-0218-3 Publication date 7 January 1999 Chelsea
http://www.oup.co.uk/isbn/0-8284-0218-3
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A Short History of Greek Mathematics
James Gow
Publication date: 7 January 1999
Chelsea Publishing Co./American Mathematical Society
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Links to web resources and related information More in the same subject area: History of mathematics History of science History of medicine Philosophy of mathematics
The specification in this catalogue, including without limitation price, format, extent, number of illustrations, and month of publication, was as accurate as possible at the time the catalogue was compiled. Occasionally, due to the nature of some contractual restrictions, we are unable to ship a specific product to a particular territory. Jacket images are provisional and liable to change before publication.

42. Greek Mathematics -- From Eric Weisstein's Encyclopedia Of Scientific Books
greek mathematics. Allman, GJ Greek Geometry from Thales to Euclid. Selections Illustrating the History of greek mathematics, Vol. 1 From Thales to Euclid.
http://www.ericweisstein.com/encyclopedias/books/GreekMathematics.html
Greek Mathematics
Allman, G.J. Greek Geometry from Thales to Euclid. Bulmer-Thomas, Ivor. Selections Illustrating the History of Greek Mathematics, Vol. 1: From Thales to Euclid. Cambridge, MA: Harvard University Press, 1980. $21.25. Bulmer-Thomas, Ivor. Selections Illustrating the History of Greek Mathematics, Vol. 2. Cambridge, MA: Harvard University Press, 1939-41. Gricke, N. Mathematik in Antike und Orient. Berlin: Springer-Verlag, 1984. 292 p. ISBN: 0387110478. $?. Gow, James. A Short History of Greek Mathematics. London: Cambridge University Press, 1884. $?. Heath, Thomas Little. A History of Greek Mathematics, Vol. 1: From Thales to Euclid. New York: Dover, 1981. $11.65. Heath, Thomas Little. A History of Greek Mathematics, Vol. 2: From Aristarchus to Diophantus. New York: Dover, 1981. $11.65. Heath, Thomas Little. A Manual of Greek Mathematics. Oxford, England: Clarendon Press, 1931. 552 p. Netz, Reviel. The Shaping of Deduction in Greek Mathematics. Cambridge, England: Cambridge University Press, 1999. 327 p. $?. Thomas, Ivor.

43. A History Of Greek Mathematics, Vol. 1
A History of greek mathematics, Vol. 1. A History of greek mathematics, Vol. 1 by Authors Sir Thomas Heath Released 01 May, 1981
http://www.edu-books.com/A_History_of_Greek_Mathematics_Vol_1_0486240738.html
A History of Greek Mathematics, Vol. 1
A History of Greek Mathematics, Vol. 1

by Authors: Sir Thomas Heath
Released: 01 May, 1981
ISBN: 0486240738
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A History of Greek Mathematics, Vol. 1 > Customer Review #1: more than just history

It should be noted that this is one of a two volume set. This author also compiled and commented upon The Elements of Euclid in three volumes [also available here]. These works were first brought to my attention by my Greek language professor nearly 40 years ago as the best English language source on Greek Mathematics. Just as the Greeks did not view pure mathematics or geometry as a lifes-work so to younger readers [through collage] the methods of logic may prove most useful. For we retired geezers not quite ready for Oprah reruns and made for T.V. romances it may be the stimulation of the brain by the problems [which are documented and solved in full], the history and the awe of how much these did without computers;

44. Selections Illustrating The History Of Greek Mathematics: Aristarchus To Pappus
Selections Illustrating the History of greek mathematics Aristarchus to Pappus. Selections Illustrating the History of greek mathematics
http://www.edu-books.com/Selections_Illustrating_the_History_of_Greek_Mathematic
Selections Illustrating the History of Greek Mathematics: Aristarchus to Pappus
Selections Illustrating the History of Greek Mathematics: Aristarchus to Pappus

by Authors: Ivor Thomas , Thales
Released: June, 1968
ISBN: 0674993993
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Greek Mathematical Works: Thales to Euclid (Loeb Classical Library, No. 335)

The Exact Sciences in Antiquity

The Works of Archimedes
A History of Greek Mathematics, Vol. 1 ... edu books

45. Title Details - Cambridge University Press
Home Catalogue The Shaping of Deduction in greek mathematics. Related Areas The Shaping of Deduction in greek mathematics. A Study in Cognitive History.
http://titles.cambridge.org/catalogue.asp?isbn=0521541204

46. Sir Thomas L. Heath: History Of Greek Mathematics: From Thales To Euclid

http://www.kolmogorov.com/HeathHGM.html

47. C. 4th Greek Mathematics
Day 17 4th century greek mathematics. Summary. BL van der Waerden, Science Awakening, 165190. R. Netz, The Shaping of Deduction in greek mathematics, 272-311.
http://it.stlawu.edu/~dmelvill/323/Day17.html
Day 17: 4th century Greek mathematics
Summary
Development of mathematics in the 4th century up to Alexander.
Who developed mathematics?
How many mathematicians were there?
Where did they live?
How did they communicate?
What topics interested them?
We will pay particular attention to Theaetetus and Eudoxus.
In the readings, look especially at the ideas of ratio and proportion.
Reading
B.L. van der Waerden, Science Awakening
R. Netz, The Shaping of Deduction in Greek Mathematics
On to Day 18
Up to Ancient and Classical Mathematics Last modified: 27 October 2003 Duncan J. Melville Comments to dmelville@stlawu.edu

48. Exam 2: Greek And Hellenistic Mathematics
Discuss the role of computation in greek mathematics. Discuss the idea of definitions in greek mathematics. Discuss the role of patronage in greek mathematics.
http://it.stlawu.edu/~dmelvill/323/Day26.html
Day 26: Exam 2
Coverage
This second exam will cover the material since the first exam. That is, Greek and Hellenistic mathematics. Some of the topics you should be familiar with are:
  • geography of the Mediterranean littoral: Miletus, Samos, Athens, Alexandria, Syracuse, Pergamum; dates at which various centers flourished: Plato's Academy, Alexandria; location, date, sources and significance of the contributions of: Plato, Eudoxus, Theaetetus, Euclid, Archimedes, Apollonius; Greek numerical systems; 'fractions'; Greek arithmetic and the abacus; arithmetical tables; Pythagorean number theory; incommensurability: side and diagonal arguments; classification of 'irrationals'; numbers and magnitudes; ratio and proportion; axiomatic presentation of mathematics; Platonic mathematical philosophy: the nature of forms; the Platonic curriculum: use and purpose of mathematics; actual usage and purpose of mathematics in the classical world; Netz's analysis of classical mathematics and mathematicians; sources and transmission in the classical world: how mathematicians learned and corresponded;

49. The Shaping Of Deduction In Greek Mathematics: A Study In Cognitive History EBoo
book provides a way to understand a momentous development in human intellectual history the phenomenon of deductive argument in classical greek mathematics.
http://www.ebooks.com/ebooks/ebook.sjc?BID=144687

50. Other Topics In Greek Mathematics
Other Topics in greek mathematics. _. Commensurability Choose One of the Following
http://math.furman.edu/~jpoole/mth15hp/othertopicsgk/othertopicsgk.htm
Other Topics in Greek Mathematics
Commensurability Choose One of the Following: Commensurate Lines Measured by the Greatest Common Measure A Geometric Proof Assuming all Lines are Commensurable
Back to Mth 15 Home Page

51. Ken SAITO's Home Page
Bibliography of greek mathematics I have revised the greek mathematics section (by Len Berggren) of the socalled Dauben Bibliography, in its revised Edition
http://wwwhs.cias.osakafu-u.ac.jp/~ksaito/
Welcome to Ken SAITO's home page
Last update 21/Feb/2004

52. Basic Ideas In Greek Mathematics
groundwork and even began to build the structure of much of modern mathematics. A Source Book in Greek Science, MR Cohen and IE Drabkin, Harvard, 1966.
http://galileoandeinstein.physics.virginia.edu/lectures/greek_math.htm
Michael Fowler
UVa Physics Department
Index of Lectures and Overview of the Course
Link to Previous Lecture
Closing in on the Square Root of 2
In our earlier discussion of the irrationality of the square root of 2, we presented a list of squares of the first 17 integers, and remarked that there were several "near misses" to solutions of the equation m n . Specifically, 3 + 1. These results were also noted by the Greeks, and set down in tabular form as follows:
After staring at this pattern of numbers for a while, the pattern emerges: 3 + 2 = 5 and 7 + 5 = 12, so the number in the right-hand column, after the first row, is the sum of the two numbers in the row above. Furthermore, 2 + 5 = 7 and 5 + 12 = 17, so the number in the left-hand column is the sum of the number to its right and the number immediately above that one.
The question is: does this pattern continue? To find out, we use it to find the next pair. The right hand number should be 17 + 12 = 29, the left-hand 29 + 12 = 41. Now 41 = 1681, and 29

53. The Union College Chronicle
October 17, 2003 Volume 59 Number 6. Table of Contents. Prof. Barbanel to talk on ancient greek mathematics. Julius Barbanel s odyssey
http://www.union.edu/N/DS/s.php?s=3999

54. The Beginnings Of Greek Mathematics|KLUWER Academic Publishers
Books » The Beginnings of greek mathematics. The Beginnings of greek mathematics. Add to cart. by A. Szabó translated by AM Ungar
http://www.wkap.nl/prod/b/90-277-0819-3
Title Authors Affiliation ISBN ISSN advanced search search tips Books The Beginnings of Greek Mathematics
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SYNTHESE HISTORICAL LIBRARY Volume 17
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Hardbound, ISBN 90-277-0819-3
November 1978, 358 pp.
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55. Greek Mathematics:: Term Papers And Essays :: Free Summary Of Paper #35052
greek mathematics. An overview of ancient greek mathematics. Abstract. This paper gives the reader a short biographical overview of ancient greek mathematics.
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This paper gives the reader a short biographical overview of ancient Greek mathematics. The author of this paper takes the reader on a tour of how mathematics was developed and the important role that Greece played in that development.
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56. 2. Greek Mathematics And Pythagoras.
2. greek mathematics and Pythagoras. In the greek mathematics it is noteworthy the distinction between arithmetic and logistics.
http://www.dm.uniba.it/~psiche/bas2/node3.html
Next: 3. Geometric algebra. Up: BEING AND SIGN Previous: 1. Mesopotamian and
2. Greek mathematics and Pythagoras.
'Mathema' means ''study subject'' and in the Pythagorean-Platonic tradition the term ''mathematics'' comprehended geometry, arithmetic, music and astronomy, the so called ''quadrivium'', that in the Platonic Academia was not an introductory discipline, but a sort of 'final training' for the aristocratic Guardians described in the Platonic Respublica. They appear organised as two pairs: geometry/astronomy and arithmetic/music, each pair including both the abstract and the concrete aspects, and describing respectively the being and signs worlds. In the Greek mathematics it is noteworthy the distinction between arithmetic and logistics. The former is a ''number theory'' and concerns with the numbers 'in themselves', by distinguishing even and odd, linear, plane and solid numbers, with a likely evident genetic reference to their ancient representation as pebbles on a surface, according to the ancient Pythagorean tradition. Following definitions are those of prime, square, cubic, oblong numbers. Proofs are geometric too, representing the numbers as figures, squares, rectangles, triangles, gnomons, and so on, according to the so called ''dot-algebra'' ((KNORR 1975)), and are the bases of that ''geometric algebra'' which we are going to analyse in the following sections. The latter copes with the practical aspects in measurement and trade, and deals with ''specific numbers of perceived and counted things'', using also special number-names depending on the numbered things: as, for example, 'phialites' ''number of bowls'', from 'phiale', ''bowl''. From this point of view, it is worthwhile to remind the adjectival nature of the Greek numbers (in Greek 1, 2, 3, 4, hundreds, thousands, ten thousands are inflected for genders and cases). Logistics comprehends elementary arithmetic operations and simple equations solution too.

57. A History Of Greek Mathematics: New & Used Books: Find The Lowest Price
Citations A History of greek mathematics Heath (ResearchIndex)3 citations found. Retrieving documents THOMAS HEATH, A History of greek mathematics, Oxford Press, 1921. Heath, T. A History of greek mathematics.
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58. WebCT.com Library: Greek Mathematics And Its Modern Heirs

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59. Cronaca: Archimedes Palimpsest Shows Unexpected Sophistication Of Greek Mathemat
November 25, 2002. Archimedes Palimpsest shows unexpected sophistication of greek mathematics. A close reading of the manuscript known
http://www.cronaca.com/archives/000067.html
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November 25, 2002
Archimedes Palimpsest shows unexpected sophistication of Greek mathematics
A close reading of the manuscript known as the Archimedes Palimpsest has revealed that ancient Greek mathematics had a firm grasp of the concept of infinity . Whether this also indicates that calculus had been developed in the ancient world remains to be seen. . . Posted by David at November 25, 2002 02:55 PM
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60. Mathematics (Rome Reborn: The Vatican Library & Renaissance Culture)
greek mathematics and its Modern Heirs. For over a thousand yearsfrom the fifth century BC to the fifth century ADGreek mathematicians
http://www.loc.gov/exhibits/vatican/math.html
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MATHEMATICS
Greek Mathematics and its Modern Heirs
Euclid, Elements
In Greek
Parchment
Ninth century Euclid's Elements, written about 300 B.C., a comprehensive treatise on geometry, proportions, and the theory of numbers, is the most long-lived of all mathematical works. This manuscript preserves an early version of the text. Shown here is Book I Proposition 47, the Pythagorean Theorem: the square on the hypotenuse of a right triangle is equal to the sum of the squares on the sides. This is a famous and important theorem that receives many notes in the manuscript. Archimedes, Works
In Latin
Translated by Jacobus Cremonensis
ca. 1458 In the early 1450s, Pope Nicholas V commissioned Jacobus de Sancto Cassiano Cremonensis to make a new translation of Archimedes with the commentaries of Eutocius. This became the standard version and was finally printed in 1544. This early and very elegant manuscript may have been in the possession of Piero della Francesca before coming to the library of the Duke of Urbino. The pages displayed here show the beginning of Archimedes' On Conoids and Spheroids with highly ornate, and rather curious, illumination.

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