Ancient Mathematics

ISBN-13: 9780415164948 / Angielski / Twarda / 2001 / 304 str.

Serafina Cuomo; S. Cuomo;Cuomo Serafina

Opis

The theorem of Pythagoras, Euclid's Elements, Archimedes' method to find the volume of a sphere: all parts of the invaluable legacy of ancient mathematics. Its discoveries and insights continue to amaze and fascinate the modern reader. However, ancient mathematics was also about counting and measuring, surveying land and attributing mystical significance to the number six.

Spis treści

Abbreviations. Map. Introduction. 1. Early Greek Mathematics: The Evidence 1.1. Materila Evidence 1.2 .Historians, Playwrights and Lawyers 1.3. Plato 1.4. Aristotle 2. Early Greek Mathematics; The Questions 2.1. The Problem of Political Mathematics 3. Hellenistic Mathematics: The Evidence 3.1. Material Evidence 3.2. Non-Mathematical Authors - The Rest of the World 3.3. Non-Mathematical Authors - The Philosophers 3.4. Little People 3.5. Euclid 3.6. Archimedes 3.7. Apollonius 4. Hellenistic Mathematics: The Questions 4.1. The Problem of the Real Euclid 4.2. The Problem of the Birth of a Mathematical Community 5. Graeco-Roman Mathematics: The Evidence 5.1. Material Evidence 5.2 Vitruvius 5.3. Hero 5.4. The Other Romans 5.5. The Other Greeks 6. Graeco-Roman Mathematics: The Questions 6.1. The Problem of Greek vs. Roman Mathematics 6.2. The Problem of Pure vs. Applied Mathematics 7. Late Ancient Mathematics: The Evidence 7.1. Material Evidence 7.2. Diophantus 7.3. Pappus 7.4. Eutocius 7.5. The Philosophers 7.6. The Rest of the World 8. Late Ancient Mathematics: The Questions 8.1. The Problem of Divine Mathematics 8.2. The Problem of Ancient Histories of Ancient Mathematics Glossary. Bibliography.

O autorze

Serafina Cuomo