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Roshdi Rashed

    April 5, 1936
    Menelaus' Spherics
    Ibn al-Haytham and Analytical Mathematics
    Ibn al-Haytham's Theory of Conics, Geometrical Constructions and Practical Geometry
    Ibn al-Haytham, New Astronomy and Spherical Geometry
    Classical Mathematics from Al-Khwarizmi to Descartes
    Founding Figures and Commentators in Arabic Mathematics
    • 2017

      Menelaus' Spherics

      • 888 pages
      • 32 hours of reading

      Despite its importance in the history of Ancient science, Menelaus’ Spherics is still by and large unknown. This treatise, which lies at the foundation of spherical geometry, is lost in Greek but has been preserved in its Arabic versions. The reader will find here, for the first time edited and translated into English, the essentials of this tradition, namely: a fragment of an early Arabic translation and the first Arabic redaction of the Spherics composed by al-Māhānī /al-Harawī, together with a historical and mathematical study of Menelaus’ treatise. With this book, a new and important part of the Greek and Arabic legacy to the history of mathematics comes to light. This book will be an indispensable acquisition for any reader interested in the history of Ancient geometry and science and, more generally, in Greek and Arabic science and culture.

      Menelaus' Spherics
    • 2014

      Ibn al-Haytham, New Astronomy and Spherical Geometry

      A History of Arabic Sciences and Mathematics Volume 4

      • 656 pages
      • 23 hours of reading

      Offering a rare primary source, this volume delves into the history and philosophy of mathematics and science during the medieval Arab period. It features comprehensive commentary from a leading expert in the field, enhancing the understanding of the era's contributions to these disciplines.

      Ibn al-Haytham, New Astronomy and Spherical Geometry
    • 2014

      Exploring the evolution of classical mathematics, this book highlights the significant contributions from the Arab and Islamic worlds alongside the advancements made by European mathematicians such as Descartes and Fermat. It delves into the interconnectedness of these cultures and their influence on the development of mathematical thought, showcasing a rich tapestry of ideas and innovations that shaped the discipline.

      Classical Mathematics from Al-Khwarizmi to Descartes
    • 2013

      Ibn al-Haytham's Theory of Conics, Geometrical Constructions and Practical Geometry

      A History of Arabic Sciences and Mathematics Volume 3

      • 776 pages
      • 28 hours of reading

      Focusing on the historical and philosophical aspects of mathematics, this volume delves into the contributions of medieval Arab scholars, particularly in the fields of conics and geometry. It serves as a primary source, offering insights into the evolution of mathematical thought during this period. Complementing two earlier volumes, it highlights key figures and the development of 'infinitesimal mathematics' as articulated by Ibn al-Haytham, enriching the understanding of Arabic sciences and their impact on mathematics.

      Ibn al-Haytham's Theory of Conics, Geometrical Constructions and Practical Geometry
    • 2012

      Ibn al-Haytham and Analytical Mathematics

      A History of Arabic Sciences and Mathematics Volume 2

      • 464 pages
      • 17 hours of reading

      Focusing on the medieval Arab world, this volume serves as a primary source on the history and philosophy of mathematics and the exact sciences. It features extensive commentary by Roshdi Rashed, a leading expert in Arabic sciences and philosophy. His insights illuminate the historical, textual, and epistemic contexts that shaped Arabic mathematical and scientific knowledge through the seventeenth century, offering a rich understanding of its development and significance.

      Ibn al-Haytham and Analytical Mathematics
    • 2011

      Founding Figures and Commentators in Arabic Mathematics

      A History of Arabic Sciences and Mathematics Volume 1

      • 808 pages
      • 29 hours of reading

      Focusing on the ninth and tenth centuries, this work delves into the rich history and philosophy of mathematics and science in the medieval Arab world. Roshdi Rashed, a distinguished scholar, explores the intricate historical, textual, and epistemic connections that shaped Arabic mathematical and scientific knowledge during this period, providing a unique perspective on its development and significance.

      Founding Figures and Commentators in Arabic Mathematics