REVIEL NETZ is Patrick Suppes Professor of Greek Mathematics and Astronomy at Stanford University. He is the author of many books on Greek mathematics and culture, including The Shaping of Deduction in Greek Mathematics (Cambridge, 1999), The Archimedes Codex (co-authored with William Noel, 2007), Ludic Proof: Greek Mathematics and the Alexandrian Aesthetic (Cambridge, 2009) and Scale, Space and Canon in Ancient Literary Culture (Cambridge, 2020).

'This is a brilliant, pioneering, breathtakingly ambitious book, written with passion, wit and gusto, a veritable joy to read. Composed by the foremost world expert on Archimedes, it offers new perspectives not just on Greek mathematics but on its significance for our understanding of the rise of Western science as a whole. To this end it brings to bear an extraordinary range of material from non-Greek as well as Greek sources and develops original arguments concerning the fundamental question of why and how Western science developed in the way it did.' Sir Geoffrey Lloyd, Professor of Ancient Philosophy and Science, University of Cambridge

• 1. To the Threshold of Greek Mathematics; 2. The Generation of Archytas; 3. The Generation of Archimedes; 4. Mathematics in the World; 5. Mathematics of the Stars; 6. The Canonization of Greek Mathematics; 7. Into Modern Science: The Legacy of Greek Mathematics.

REVIEL NETZ is Patrick Suppes Professor of Greek Mathematics and Astronomy at Stanford University. He is the author of many books on Greek mathematics and culture, including The Shaping of Deduction in Greek Mathematics (Cambridge, 1999), The Archimedes Codex (co-authored with William Noel, 2007), Ludic Proof: Greek Mathematics and the Alexandrian Aesthetic (Cambridge, 2009) and Scale, Space and Canon in Ancient Literary Culture (Cambridge, 2020).

'This is a brilliant, pioneering, breathtakingly ambitious book, written with passion, wit and gusto, a veritable joy to read. Composed by the foremost world expert on Archimedes, it offers new perspectives not just on Greek mathematics but on its significance for our understanding of the rise of Western science as a whole. To this end it brings to bear an extraordinary range of material from non-Greek as well as Greek sources and develops original arguments concerning the fundamental question of why and how Western science developed in the way it did.' Sir Geoffrey Lloyd, Professor of Ancient Philosophy and Science, University of Cambridge

• 1. To the Threshold of Greek Mathematics; 2. The Generation of Archytas; 3. The Generation of Archimedes; 4. Mathematics in the World; 5. Mathematics of the Stars; 6. The Canonization of Greek Mathematics; 7. Into Modern Science: The Legacy of Greek Mathematics.