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Archimedes in the Middle Ages
Vol. 2, Pt. 1/2, The translations from the Greek / by William of Moerbeke, Pt. I: Introduction, Pt. II: Texts -
Archimedes in the Middle Ages
Vol. 2, Pt. 3, The translations from the Greek by William of Moerbeke, Variant readings, commentary, diagrams and indexes -
Archimedes in the Middle Ages
1300 to 1565 – Vol. 3, pt. 1/2, The fate of the medieval Archimedes, Pt. I: The Moerbeke translations of Archimedes at Paris in the fourteenth century. Pt II: The @Arabo-Latin and handbook traditions of Archimedes in the fourteenth and early fifteenth centuries -
Archimedes in the Middle Ages
1300 to 1565 – Vol. 3, pt. 3, The fate of the medieval Archimedes, The medieval Archimedes in the Renaissance : 1450 - 1565 -
Archimedes in the Middle Ages
Vol. 3, Pt. 4, The fate of the medieval Archimedes, 1300 to 1565, Appenixes, bibliography, diagrams and indexes -
Archimedes in the Middle Ages
1150 - 1566 – Vol. 4, Pt. 1, A supplement on the medieval Latin traditions of Conic sections, Texts and analysis -
Archimedes in the Middle Ages
1150 - 1566 – Vol. 4, Pt. 2, A supplement on the medieval Latin traditions of Conic sections, Bibliography, diagrams, and indexes -
Archimedes in the Middle Ages
5, 1/4, Quasi-Archimedan geometry in the thirteenth century. A supplementary volume comprising the 'Liber de motu' of Gerard of Brussels, the 'Liber philotegni' of Jordanus de Nemore together with its longer version known as the 'Liber de triangulis Iordani', and an appended text of John Dee's 'Inventa circa illam coni recti atque rectanguli sectionem quae ab antiquis mathematicis parabola appellabatur, Parts 1-3. Texts and analysis. Part 4. Appendixes -
Archimedes in the Middle Ages
5, Quasi-Archimedan geometry in the thirteenth century. A supplementary volume comprising the 'Liber de motu' of Gerard of Brussels, the 'Liber philotegni' of Jordanus de Nemore together with its longer version known as the 'Liber de triangulis Iordani', and an appended text of John Dee's 'Inventa circa illam coni recti atque rectanguli sectionem quae ab antiquis mathematicis parabola appellabatur, Bibliography, diagrams, and indexes