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  1. The Spherical Case of the Tūsī Couple.George Saliba & E. S. Kennedy - 1991 - Arabic Sciences and Philosophy 1 (2):285.
    In this article we study the development of the mathematical theorem, now known as the T Couple, and discuss the difference between its plane and spherical applications.
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  • The spherical case of the tūsī couple: George Saliba and E.s. Kennedy.George Saliba - 1991 - Arabic Sciences and Philosophy 1 (2):285-291.
    In this article we study the development of the mathematical theorem, now known as the Tūsī Couple, and discuss the difference between its plane and spherical applications. Dans cet article, nous étudions le développement du théorème mathématique, connu maintenant sous le nom de ‘couple d'al-Tūsī’; et nous discutons la différence entre son application plane et son application sphérique.
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  • A Fifteenth-Century Planetary Computer: al-Kāshī's "Ṭabaq al-Manāṭeq" I. Motion of the Sun and Moon in Longitude.E. Kennedy - 1950 - Isis 41 (2):180-183.
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  • Al-Qushjī's Reform of the Ptolemaic Model for Mercury.George Saliba - 1993 - Arabic Sciences and Philosophy 3 (2):161.
    In this article the author analyzes a fifteenth-century Arabic reform of the Ptolemaic model for Mercury. The author of the reform was the Central Asian Al al-D who, in his youth, had been instructed in the mathematical sciences by none other than the famous Central Asian monarch Ulugh Beg (1394 has been yet identified to have produced a theoretical text devoted to the criticism, let alone the reform, of the Ptolemaic mathematical planetary models. The present article on Qushji's reform of (...)
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  • Al-Khwarizmi's Planetary Latitude Tables.A. S. Kennedy & Walid Ukashah - 1969 - Centaurus 14 (1):86-96.
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  • An Islamic Computer for Planetary Latitudes.E. S. Kennedy - 1951 - Journal of the American Oriental Society 71 (1):13-21.
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