Wiki: Ali Qushji - upcScavenger

Ala al-Dīn Ali ibn Muhammed (1403 – 18 December 1474

George Saliba (2025). 9780754629160, Routledge. ISBN 9780754629160

), known as Ali Qushji (Ottoman Turkish : علی قوشچی, kuşçu – falconry in Turkish language; Latin: Ali Kushgii) was a Timurid Empire theologian, Mufti, astronomer, mathematician and Islamic physics, who settled in the Ottoman Empire some time before 1472. As a disciple of Ulugh Beg, he is best known for the development of Astrophysics independent from natural philosophy, and for providing empirical evidence for the Earth's rotation in his treatise, Concerning the Supposed Dependence of Astronomy upon Philosophy. In addition to his contributions to Ulugh Beg's famous work Zij-i-Sultani and to the founding of Sahn-ı Seman Medrese, one of the first centers for the study of various traditional Islamic sciences in the Ottoman Empire, Ali Kuşçu was also the author of several scientific works and textbooks on astronomy.

Biography

Early life and works

Ali Kuşçu was born in 1403 in the city of Samarkand, in present-day Uzbekistan. His full name at birth was Ala al-Dīn Ali ibn Muhammed al-Qushji. The last name Qushji derived from the Turkish term kuşçu—"falconer"—due to the fact that Ali's father Muhammad was the royal falconry of Ulugh Beg. Sources consider him Turkic peoples"During the fifteenth century this method of representing decimal fractions came to be known outside the Islamic world as the Turkish method, after a Turkish colleague of al-Kashi, known as Ali Qushji, who provided an explanation." Joseph, George Gheverghese (2010) The crest of the peacock: non-European roots of mathematics Princeton University Press, p. 469. , or Persians.G. A. Russell, The 'Arabick' Interest of the Natural Philosophers in Seventeenth-century England, BRILL, 1994, , p. 162;
"Greaves quotes from Risala dar 'ilm al-Hay’a of 'Ali b. Muh. 'Ala al-Din Qushji. This Persian author was the son of an official of Ulugh Beg, and also a student of Qadi Zadeh".

He attended the courses of Qazi zadeh Rumi, Ghiyāth al-Dīn Jamshīd Kāshānī and Muin al-Dīn Kashi. He moved to Kerman, Iran (Persia), where he conducted some research on storms in the Oman sea. He completed Hall-e Eshkal-i Ghammar ( Explanations of the Periods of the Moon) and Sharh-e Tajrid in Kirman. He moved to Herat and taught Molla Cami about astronomy (1423). After professing in Herat for a while, he returned to Samarkand. There he presented his work on the Moon to Ulugh Beg, who found it so fascinating that he read the entire work while standing up. Ulugh Beg assigned him to Ulugh Beg Observatory, which was called Samarkand Observatory at that time. Qushji worked there until Ulugh Beg was assassinated.Osmanlı imparatorluğunun doruğu 16. yüzyıl teknolojisi, Editor Prof. Dr. Kazım Çeçen, Istanbul 1999, Omaş ofset A.Ş.

After Ulugh Beg's death, Ali Kuşçu went to Herat, Tashkent, and finally Tabriz where, around 1470, the Ak Koyunlu ruler Uzun Hasan sent him as a delegate to the Ottoman Sultan Mehmed II. At that time Husayn Bayqarah had come to reign in Herat but Qushji preferred Constantinople over Herat because of Sultan Mehmed's attitude toward scientists and intellectuals.

Constantinople era

When he came to Constantinople (present-day Istanbul), his grandson Ghutb al-Dīn Muhammed had a son Mirim Çelebi who would be a great mathematician and astronomer in the future.G. Akovalı, Z. A. Mansūrov, The role of government and research institutes in the planning of research and development in some Central Asian and Caucasian republics, IOS Press, 2000,, , p.230,[3] Ali Kuşçu composed "risalah dar hay’at" in Persian language for Mehmed II at Constantinople in 1470.Mahārājā Mānasiṃha Pustaka Prakāśa, David Edwin Pingree, ”A descriptive catalogue of the Sanskrit astronomical manuscripts preserved at the Maharaja Man Singh II Museum in Jaipur, India", American Philosophical Society, 2003, p.138; Also he wrote "Sharh e resalye Fathiyeh", "resalye Mohammadiye" in Constantinople, which are in Arabic language on the topic of mathematics. He then finished "Sharh e tejrid" on Nasir al-Din al-Tusi's "Tejrid al-kalam". That work is called "Sharh e Jadid" in scientific community.

Contributions to astronomy

Qushji improved on Nasir al-Din al-Tusi's planetary model and presented an alternative planetary model for Mercury.George Saliba, "Arabic planetary theories after the eleventh century AD", in Rushdī Rāshid and Régis Morelon (1996), Encyclopedia of the History of Arabic Science, pp. 58–127 123–124, Routledge, . He was also one of the astronomers that were part of Ulugh Beg's team of researchers working at the Samarqand observatory and contributed towards the Zij-i-Sultani compiled there. In addition to his contributions to Zij, Ali Kuşçu wrote nine works in astronomy, two of them in Persian language and seven in Arabic language. A Latin translation of two of Qushji's works, the Tract on Arithmetic and Tract on Astronomy, was published by John Greaves in 1650.

Concerning the Supposed Dependence of Astronomy upon Philosophy

Qushji's most important astronomical work is Concerning the Supposed Dependence of Astronomy upon Philosophy. Under the influence of Islamic theology who opposed the interference of Aristotelianism in astronomy, Qushji rejected Aristotelian physics and completely separated natural philosophy from Islamic astronomy, allowing astronomy to become a purely empirical and mathematical science. This allowed him to explore alternatives to the Aristotelian notion of a stationary Earth, as he explored the idea of a moving Earth instead (though Emilie Savage-Smith asserts that no Islamic astronomers proposed a heliocentric universe). He found empirical evidence for the Earth's rotation through his observation on and concluded, on the basis of empirical evidence rather than speculative philosophy, that the moving Earth theory is just as likely to be true as the stationary Earth theory.F. Jamil Ragep (2001), "Freeing Astronomy from Philosophy: An Aspect of Islamic Influence on Science", Osiris, 2nd Series, Vol. 16, Science in Theistic Contexts: Cognitive Dimensions, pp. 49–64, 66–71.

His predecessor al-Tusi had previously realized that "the monoformity of falling bodies, and the uniformity of celestial motions," both moved "in a single way", though he still relied on Aristotelian physics to provide "certain principles that only the natural philosophers could provide the astronomer." Qushji took this concept further and proposed that "the astronomer had no need for Aristotelian physics and in fact should establish his own physical principles independently of the natural philosophers." Alongside his rejection of Aristotle's concept of a stationary Earth, Qushji suggested that there was no need for astronomers to follow the Aristotelian notion of the heavenly bodies moving in uniform circular motion.

Qushji's work was an important step away from Aristotelian physics and towards an independent Astrophysics. This is considered to be a "conceptual revolution" that had no precedent in European astronomy prior to the Copernican Revolution in the 16th century. Qushji's view on the Earth's motion was similar to the later views of Nicolaus Copernicus on this issue, though it is uncertain whether the former had any influence on the latter. However, it is likely that they both may have arrived at similar conclusions due to using the earlier work of Nasir al-Din al-Tusi as a basis. This is more of a possibility considering "the remarkable coincidence between a passage in De revolutionibus (I.8) and one in Ṭūsī’s Tadhkira (II.16) in which Copernicus follows Ṭūsī’s objection to Ptolemy’s "proofs" of the Earth's immobility."

His works

Astronomy

Sharḥ e Zîj e Ulugh Beg (In Persian)
Risāla fī Halle Eshkale Moadeleye Ghamar lil-Masir (Arabic)
Risāla fī aṣl al-Hâric yumkin fī al-sufliyyeyn (Arabic)
Sharḥ ʿalā al-tuḥfat al-shāhiyya fī al-hayāt (Arabic)
Risāla dar elm-i ḥeyāt (In Persian)
Al-Fatḥīya fī ʿilm al-hayʾa (in Arabic)
Risāla fi Hall-e Eshkal-i Ghammar (in Persian)
Concerning the Supposed Dependence of Astronomy upon Philosophy (Arabic)

Osmanlı Astronomi Literatürü Tarihi (Ed. Ekmeleddin İhsanoğlu), İstanbul 1997, I, 27–38http://213.176.111.7:8080/iranology/Persian/Farhikhtegan_F/details.aspx?id=1336

Mathematics