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The Arithmetic of Abū'l-Wafā'

Isis 65 (3):367-375 (1974)

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  1. Mathematical methods in abū al-wafāʾ's almagest and the qibla determinations.Ali Moussa - 2011 - Arabic Sciences and Philosophy 21 (1):1-56.
    RésuméLe problème de la détermination de la Qibla est l'une des questions cruciales qui se posent à la culture scientifique de l'Islam médiéval; le résoudre correctement nécessite tant des théories mathématiques que des observations. Les mathématiques relèvent de deux chapitres: la trigonométrie plane et la trigonométrie sphérique. L'observation et les instruments d'observation sont indispensables à la détermination des coordonnées géographiques de La Mecque et du lieu donné; ces coordonnées sont en effet les données que l'on entre dans les formules donnant (...)
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  • The Formation of “Islamic Mathematics” Sources and Conditions.Jens Høyrup - 1987 - Science in Context 1 (2):281-329.
    The ArgumentThe development of autonomous theoretical science is often considered a “Greek miracle.” It is argued in the present paper that another “miracle,” necessary for the creation of modern science, took place for the first time in the Islamic Middle Ages, viz. the integration of theory and practice.The discussion focuses on the mathematical disciplines. It starts by investigating the plurality of traditions which were integrated into Islamic mathematics during its formation, emphasizing practitioners' “sub-scientific” traditions, and shows how these were synthesized (...)
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  • (1 other version)On Parts of Parts and Ascending Continued Fractions An Investigation of the Origins and Spread of a Peculiar System.Jens Høyrup - 1990 - Centaurus 33 (3):293-324.
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  • (1 other version)On Parts of Parts and Ascending Continued Fractions An Investigation of the Origins and Spread of a Peculiar System.Jens Høyrup - 1990 - Centaurus 33 (3):293-324.
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