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Apollonius of Perga

    Euclid. Archimedes. Apollonius of Perga. Nicomachus. Great Books of the Western World 11
    Treatise on Conic Sections
    Conics Books I-Iv
    Apollonii Pergaei Quae Graece Exstant Cum Commentariis Antiquis
    Apollonii Pergaei Quae Graece Exstant Cum Commentariis Antiquis
    • Focusing on conic sections, this two-volume collection includes Books 1-4 of Apollonius' seminal Greek work, enriched by ancient commentaries. It offers insights into the mathematical principles of conics, showcasing their significance in geometry and their historical context. This edition serves as an essential resource for scholars and enthusiasts of classical mathematics, providing a thorough exploration of the subject through the lens of ancient interpretations.

      Apollonii Pergaei Quae Graece Exstant Cum Commentariis Antiquis
    • The two-volume collection features Books 1-4 of Apollonius' seminal work on conic sections, enriched by ancient commentaries. It offers a deep dive into the mathematical principles and theories that shaped geometry, making it a valuable resource for scholars and enthusiasts of classical mathematics. The inclusion of historical commentary provides context and enhances the understanding of Apollonius' contributions to the field.

      Apollonii Pergaei Quae Graece Exstant Cum Commentariis Antiquis
    • Conics Books I-Iv

      • 413pagine
      • 15 ore di lettura

      A single volume that replaces the previous two-volume edition, Conics Books I-III and Conics Book IV, both by Apollonius of Perga.

      Conics Books I-Iv
    • Treatise on Conic Sections

      Edited in Modern Notation with Introductions, Including an Essay on the Earlier History of the Subject

      • 434pagine
      • 16 ore di lettura

      This translation of a classic Greek geometry work from 1896 features modern notation, making it more accessible to contemporary readers. It includes extensive introductory material that provides context and enhances understanding of the geometric principles presented in the original text.

      Treatise on Conic Sections