Little is known of al-Nairīzī, though his nisba refers to the town of Neyriz. He mentioned al-Mu'tadid, the Abbasid caliph, in his works, and so scholars have assumed that al-Nairīzī flourished in Baghdad during this period.[1] Al-Nairīzī wrote a book for al-Mu'tadid on atmospheric phenomena. He died in c. 922.[2]
Al-Nayrizi gave a mathematical proof of the parallel postulate based on the assumption that parallel lines are equidistant. He wrote a treatise on an exact method for the numerical determination of the kibla and a text about a device for measuring the heights, widths, and depths.[1]
Astronomy
Al-Nairīzī wrote a treatise on the spherical astrolabe, an elaborate work that seems to be the best Persian work on the subject. It is divided into four books:[2]
An historical and critical introduction of the astrolabe;
A description of the instrument; and a comparison with other astronomical instruments;
Euclid (1893). Besthorn, R. O.; Heiberg, J. L. (eds.). Codex Leidensis 339, I. Euclidis Elementa (in Latin and Arabic). Translated by Abū ʹl ʹAbbās al-Fadhl ibn Hātim al-Narīzī. Haunia (Copenhagen): Libraria Glydendaliana. OCLC66287985.
Al-Nairīzī, Abū’l-'Abbās al-Faḍl ibn Ḥātim (1993). Tummers, P. M. J. E. (ed.). Anaritius' Commentary on Euclid. The Latin Translation, I-IV (in Latin). Turnhout: Brepols. ISBN978-90-70419-35-6.