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Greek Mathematics:     more books (100)

A History of Greek Mathematics, Vol. 2 by Sir Thomas Heath, 1981-05-01 A History of Greek Mathematics: Volume 2. From Aristarchus to Diophantus by Thomas Little Heath, 2000-12-27 A History of Greek Mathematics: Volume 1. From Thales to Euclid by Thomas Little Heath, 2000-12-27 Greek Mathematical Thought and the Origin of Algebra by Jacob Klein, 1992-09-11 A Manual of Greek Mathematics by Sir Thomas L. Heath, 2003-12-29 Archimedes: The Father of Mathematics (The Library of Greek Philosophers) by Heather Hasan, 2006-02-03 The Shaping of Deduction in Greek Mathematics: A Study in Cognitive History (Ideas in Context) by Reviel Netz, 2003-09-18 A short history of Greek mathematics. Edited for the Syndics of the University Press. by Michigan Historical Reprint Series, 2005-12-20 Amazing Traces of a Babylonian Origin in Greek Mathematics by Joran Friberg, 2007-04-18 Short History of Greek Mathematics. by James Gow, 1968 Episodes from the Early History of Mathematics (New Mathematical Library) by Asger Aaboe, 1997-08 The Beginnings of Greek Mathematics (Synthese Historical Library) by A. Szabó, 1978-11-30 Science Awakening I: Egyptian, Babylonian and Greek Mathematics by B. L. Van Der Waerden, 2005-06-15 A History of Greek Mathematics.Volume I: From Thales to Euclid [and] Volume II: From Aristarchus to Diophantus by Thomas Heath, 1921

lists with details

1. Greek Mathematics And Its Modern Heirs
   Library of Congress. Includes articles and original document images of early Greek contributions to the field.  
   http://www.ibiblio.org/expo/vatican.exhibit/exhibit/d-mathematics/Greek_math.htm
   
   Extractions: Euclid, Elements In Greek, 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. Vat. gr. 190, vol. 1 fols. 38 verso - 39 recto math01 NS.01 Archimedes, Works In Latin, Translated by Jacobus Cremonensis, ca. 1458 In the early 1450's, 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. Urb. lat. 261 fol. 44 verso - 45 recto math02 NS.17

2. Greek Mathematics And Its Modern Heirs
   greek mathematics and its Modern Heirs  
   http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

3. Mathematics
   The papal curia became a center for the recovery of the original Greek manuscripts, greek mathematics. Ptolemy s Geography. Greek Astronomy.  
   http://www.ibiblio.org/expo/vatican.exhibit/exhibit/d-mathematics/Mathematics.ht
   
   Extractions: Until recently, historians of the Scientific Revolution of the 16th and 17th centuries treated it as a kind of rebellion against the authority of ancient books and humanist scholarship. In fact, however, it began with the revival of several tremendously important and formidably difficult works of Greek science. Scholarship supported science in this world where faith and science were not yet seen as two, irreconcilable cultures. The three ancient doors to the next rooms all have signs written on them in Greek and Latin. Luckily for you we created modern metal plates with the translations, next to the doors. So you can pick any of: Also, someone left a note on the wall. When you have seen everything, walk back to the Main Hall

4. Mathematics
   So you can pick any of greek mathematics. Ptolemy's Geography. Greek Astronomy. Also, someone left a note on the wall.  
   http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

5. Wonders Of Ancient Greek Mathematics
   Please note These papers were prepared for the Greek Science course taught Wonders of Ancient greek mathematics. (and maybe some not so wonderful but  
   http://www.perseus.tufts.edu/GreekScience/Students/Tim/Contents.html
   
   Extractions: Please note: These papers were prepared for the Greek Science course taught at Tufts University by Prof. Gregory Crane in the spring of 1995. The Perseus Project does not and has not edited these student papers. We assume no responsibility over the content of these papers: we present them as is as a part of the course, not as documents in the Perseus Digital Library . We do not have contact information for the authors. Please keep that in mind while reading these papers. (and maybe some not so wonderful but still cool stuff) By Timothy Reluga Look at the comments on this paper. Squaring the Circle Doubling the Cube Trisecting the Angle Pythagorus's Theorem The Golden Section Splitting the prism and the Method of Exhaustions Archimede's Spiral Glossary may or may not be helpful Constructions defined Biographies of mathematicians, modern and ancient Geographic Locations and some bibliographic info on ancient Greek thinkers(everybody did everything back then) Manuscripts of Euclid and Archimedes scanned from the Vatican's display in Washington D.C.

6. Ancient Greek Mathematics
   Ancient greek mathematics Ancient Greek scholars were the first people to explore pure mathematics, apart form practical problems.  
   http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

7. Greek Mathematics
   Chris Weinkopf. greek mathematics. April 19, 1995. Look at the comments on this paper. greek mathematics was premised on inductive reasoning.  
   http://www.perseus.tufts.edu/GreekScience/Students/Chris/GreekMath.html
   
   Extractions: Please note: These papers were prepared for the Greek Science course taught at Tufts University by Prof. Gregory Crane in the spring of 1995. The Perseus Project does not and has not edited these student papers. We assume no responsibility over the content of these papers: we present them as is as a part of the course, not as documents in the Perseus Digital Library . We do not have contact information for the authors. Please keep that in mind while reading these papers. Chris Weinkopf Greek Mathematics April 19, 1995 Look at the comments on this paper. The Divisions The Pure and the Physical Order, Purpose, and Method Greek mathematics was premised on inductive reasoning. Whereas ancient historians sough to deduce facts from observations, the mathematicians sought to explore and discover truths working from a factual foundation. Theoretical mathematics also provided ancient philosophers with the tools of logic, which were thus employed in the pursuit of practical ends. The classical interpretation of mathematics, as well as the subdivision of the discipline into specific categories, demonstrates the Greeks' approach to the subject. A fragment of Archytus , a Pythagorean friend and contemporary of Plato, explains the Quadrivivium , the four fields into which the Pythagoreans divided mathematics: arithmetic, geometry, sphaeric (astronomy), and music. Plato classified mathematics into the same categories, but included as a separate division stereometry three-dimensional geometry between geometry and sphaeric. (The Pythagoreans considered stereometry as subfield of geometry).

8. History Of Mathematics Greece
   greek mathematics and its Modern Heirs Euclid, Archimedes, AstronomicalMathematical Collection, Apollonius, Pappus, Ptolemy  
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9. History Of Mathematics: Greece
   greek mathematics and its Modern Heirs Euclid, Archimedes, A history of greek mathematics. Two volumes. Clarendon Press, Oxford, 1921.  
   http://aleph0.clarku.edu/~djoyce/mathhist/greece.html

10. Greece - Greek Math
    Resources on ancient greek mathematics, calculations, geometry, and on Zeno, Archimedes, and Roman numerals.  
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11. Greek Mathematics Index
    History Topics Index of Ancient greek mathematics. Articles about greek mathematics. Squaring the circle Doubling the cube Trisecting an angle  
    http://www-groups.dcs.st-and.ac.uk/~history/Indexes/Greeks.html
    
    Extractions: Squaring the circle Doubling the cube Trisecting an angle Greek Astronomy ... The teaching of mathematics in Ancient Greece. Full list Mathematicans/Philosophers Mathematicians/Astronomers Mathematicians/Astronomers/Philosophers ... Later circle squarers Click on a name below to go to that biography. Anaxagoras

12. Mathematics Archives - Topics In Mathematics - History Of
    greek mathematics and its Modern Heirs ADD. KEYWORDS Euclid, Archimedes, Piero della Francesca Hall of Great Mathematicians ADD.  
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13. Greek Sources I
    It is easy to see, therefore, why no complete greek mathematics text older than Euclid s Elements has survived. The Elements was considered such a fine  
    http://www-groups.dcs.st-and.ac.uk/~history/HistTopics/Greek_sources_1.html
    
    Extractions: There are two separate articles in this archive: "How do we know about Greek mathematics?" and How do we know about Greek mathematicians? . There is a common belief that the question posed in this article, about Greek mathematics rather than Greek mathematicians, is easy to answer. Perhaps all we need to do to answer it is to read the mathematical treatises which the Greek mathematicians wrote. We might think, very naively, that although some of the origainal texts have been lost there should be plenty left for us to be able to gain an excellent picture of Greek mathematics. The truth, however, is not nearly so simple and we will illustrate the way that Greek mathematical texts have come down to us by looking first at perhaps the most famous example, namely Euclid 's Elements . When we read Heath's The Thirteen Books of Euclid's Elements are we reading an English translation of the words which Euclid wrote in 300 BC? In order to answer this question we need to examine the way the Elements has reached us, and, more generally, how the writings of the ancient Greek mathematicians have been preserved.

14. Boston.com / News / Boston Globe / Obituaries / Rosemary Anastos;
    Her mother, Grace, taught Greek and mathematics.  
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15. The Origins Of Greek Mathematics
    Basic facts about the origin of Greek civilization and its mathematics. In actual fact, our direct knowledge of greek mathematics is less reliable than  
    http://www.math.tamu.edu/~don.allen/history/greekorg/greekorg.html
    
    Extractions: The Origins of Greek Mathematics Though the Greeks certainly borrowed from other civilizations, they built a culture and civilization on their own which is Basic facts about the origin of Greek civilization and its mathematics. The best estimate is that the Greek civilization dates back to 2800 B.C. just about the time of the construction of the great pyramids in Egypt. The Greeks settled in Asia Minor, possibly their original home, in the area of modern Greece, and in southern Italy, Sicily, Crete, Rhodes, Delos, and North Africa. About 775 B.C. they changed from a hieroglyphic writing to the Phoenician alphabet. This allowed them to become more literate, or at least more facile in their ability to express conceptual thought. The ancient Greek civilization lasted until about 600 B.C. The Egyptian and Babylonian influence was greatest in Miletus, a city of Ionia in Asia Minor and the birthplace of Greek philosophy, mathematics and science. From the viewpoint of its mathematics, it is best to distinguish between the two periods: the

16. The Ancient Greeks - The Athenians Of Ancient Greece.
    Greek Art Found On Vases Democracy, philosophy, astrology, biology, mathematics, physics, and the theatre are only a few of its contributions  
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17. Readings In Greek Mathematics
    Ancient greek mathematics. The readings here are divided into three parts corresponding to the three periods we have identified, the early, the classical  
    http://www.math.tamu.edu/~dallen/masters/Greek/readings4.htm
    
    Extractions: The Origins of Mathematics; the schools Thales , by Dmitri Panchenko Thales, his Philosophy and Mathmatics Pythagoras and the Pythagoreans Anaxagorus and the Heroic Age ... Greek Enumeration and Arithmetic Eudoxus Euclid Archimedes Apollonius and other geometers Ancient Algebra Diophantus ... Pappus How do we know about Greek mathematics? How do we know about Greek mathematicians? The timeline of Greek mathematicians Translations of Euclid's Elements. ... Epicycle animation. Some files are long and make take a few minutes to download. To read and print them you will need the Adobe Acrobat Reader. Each reading, in Acrobat (pdf) format, is a short paper on the aspect in question. Upon completing a reading, try to answer the questions that pertain to it.

18. Greek Mathematics - History For Kids!
    greek mathematics for Kids what math did the Greeks invent? what math did the Greeks learn from other people? why is it important?  
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19. Ancient Greek Mathematics
    Ancient Greek scholars were the first people to explore pure mathematics, apart form practical problems. The Greeks made important advances by introducing  
    http://www.crystalinks.com/greekmath.html
    
    Extractions: Ancient Greek scholars were the first people to explore pure mathematics, apart form practical problems. The Greeks made important advances by introducing the concept of logical deduction and proof in order to create a systematic theory of mathematics. The Ancient Greeks had a tremendous effects on modern mathematics. Much that was written by the mathematicians Euclid and Archimedes has been preserved. Euclid is known for his `Elements', much of which was drawn from his predecessor Eudoxus of Cnidus. The `Elements' is a treatise on geometry, and it has exerted a continuing influence on mathematics. From Archimedes several treatises have come down to the present. Among them are `Measurement of the Circle', in which he worked out the value of pi; `Method Concerning Mechanical Theorems', on his work in mechanics; `The Sand-Reckoner'; and `On Floating Bodies'. Platonic Solids - Plato. The physician Galen, in the history of ancient science, is the most significant person in medicine after Hippocrates, who laid the foundation of medicine in the 5th century BC . Galen lived during the 2nd century AD. He was a careful student of anatomy, and his works exerted a powerful influence on medicine for the next 1,400 years.

20. Archimedes Home Page
    Born About 287 BC in Syracuse, Sicily. At the time Syracuse was an independent Greek citystate with a 500-year history.  
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