Wikinventia — Atlas of discoveries and inventions · Middle Age

Zij al-Shah — Sasanian astronomical tables — Astronomers of the court of Khosrow I

~556 AD · Transmission: Silenced
AstronomyTreatisePersian

The Zij al-Shah is a compilation of astronomical tables produced under the patronage of the Sasanian king Khosrow I Anushirvan (r. 531-579 AD), synthesizing three traditions: Babylonian planetary-prediction astronomy, the mathematical geometry of Ptolemy's Almagest (translated into Persian from Greek via Syriac), and the numerical parameters of Siddhantic Indian astronomy. It constitutes the first documented attempt at a systematic synthesis of the three great astronomical traditions of antiquity. When the Umayyads and later the Abbasids conquered Persia, the Zij al-Shah was the immediately available reference astronomical text: its translation into Arabic in the 8th century under Al-Mansur and Al-Ma'mun was the starting point of classical Islamic astronomy. Al-Battani, Al-Biruni, and Abu al-Wafa built their systems on the parameters and format of the Zij al-Shah. The historical canon presents Islamic astronomy as a direct heir of Greece, ignoring that the real intermediary was Sasanian Persia. The original work in Middle Persian (Pahlavi) was lost; it is known only through summaries and references in Arabic authors.

InstitutionSasanian royal court — Ctesiphon (present-day Iraq)
Historical regionSasanian Empire (Persia, present-day Iran and Iraq)
Primary sourcePingree, D., 'The Thousands of Abu Mashar', Studies in the History of Science, Warburg Institute, London, 1968; Al-Biruni, Al-Qanun al-Masudi, c. 1031 (cites and discusses the Zij al-Shah)
Secondary sourceKennedy, E.S., 'A Survey of Islamic Astronomical Tables', Transactions of the American Philosophical Society 46(2), 1956; Encyclopaedia Iranica — iranicaonline.org/articles/zij-al-shah
Original languageMiddle Persian (Pahlavi) — original work lost; known through translations and references in classical Arabic
View this entry in the interactive atlas → View in graph →