1. Mohamad Al-houjairi (2010). Sur Un Théorème de Géométrie Sphérique: Théodose, Ménélaüs, Ibn ʿirāq Et Ibn Hūd. Arabic Sciences and Philosophy 20 (2):207-254.
    In his encyclopedic book (al-Istikmd (d. 1085/478 H.), established by an intrinsic demonstration of spherical geometry, a remarkable theorem which generalizes the proposition III.11 from Theodosiuss Spherics. In this paper, we study this theorem and the demonstration of Ibn Hd, Ibn q, al-sī) addressing the same theme.
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  2. Roshdi Rashed & Mohamad Al-Houjairi (2010). A Theorem of Spherical Geometry: Theodosius, Menelaus, Ibn'iraq and Ibn Hud. Arabic Sciences and Philosophy 20 (2):207-253.
  3. Roshdi Rashed & Mohamad Al-Houjairi (2010). Sur Un Théorème de Géométrie Sphérique: Théodose, Ménélaüs, Ibn ʿirāq Et Ibn Hūd. Arabic Sciences and Philosophy 20 (02):207-254.
    In his encyclopedic book (al-Istikmd (d. 1085/478 H.), established by an intrinsic demonstration of spherical geometry, a remarkable theorem which generalizes the proposition III.11 from Theodosiuss Spherics. In this paper, we study this theorem and the demonstration of Ibn Hd, Ibn q, al-sī) addressing the same theme.
    Direct download (8 more)  
     
    My bibliography  
     
    Export citation