Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps

Taqī al-Dīn al-Rāṣid is one of the most important representatives of the Ottoman tradition on mathematical sciences. His research focus being on astronomy, astronomical instruments, mathematics, optics, mechanics, and physics is understood from his surviving works. Taqī al-Dīn’s establishment and ma...

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Main Author: Elif Baga
Format: Article
Language:English
Published: İstanbul Medeniyet Üniversitesi Bilim Tarihi Enstitüsü 2021-11-01
Series:Nazariyat: Journal for the History of Islamic Philosophy and Sciences
Subjects:
Online Access:https://nazariyat.org/content/5-sayilar/15-cilt-7-sayi-2/1-elif-baga/1_elif_baga_en.pdf
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author Elif Baga
author_facet Elif Baga
author_sort Elif Baga
collection DOAJ
description Taqī al-Dīn al-Rāṣid is one of the most important representatives of the Ottoman tradition on mathematical sciences. His research focus being on astronomy, astronomical instruments, mathematics, optics, mechanics, and physics is understood from his surviving works. Taqī al-Dīn’s establishment and management of the Istanbul Observatory, which was the first observatory in the Ottoman Empire, made him an important figure in many ways. However, despite the aforementioned importance, the mathematics he learned, taught, produced and used has been a subject for very few studies. The primary way of determining the quality and the level of a work is to look at the kind of tools used for its creation. Therefore, this article will present the edition princeps, the translation and the evaluation of Taqī al-Dīn al-Rāṣid’s treatise on algebra, al-Nisab al-mutashākila fī ʻilm al-jabr wa-l-muqābala. It will be presented in the context of the idea that revealing a scientific character and the career of scholars who stand out in mathematical sciences can be possible by analyzing their mathematical works. The nature of the science of algebra, which can be applied to any problem encountered on any subject regardless of geometry or arithmetic, makes this idea more meaningful. For the correct examination of classical mathematical works, first the original text is verified and transformed into a format that provides an easy reading, then it is to be translated into the desired language. Finally a mathematical analysis and historical evaluation are needed to explain the main structure and justification of the content of the article.
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series Nazariyat: Journal for the History of Islamic Philosophy and Sciences
spelling doaj-art-12d75db708bd4f7a902dc3f4b754662b2025-08-20T03:17:32Zengİstanbul Medeniyet Üniversitesi Bilim Tarihi EnstitüsüNazariyat: Journal for the History of Islamic Philosophy and Sciences2547-94152021-11-017215410.12658/Nazariyat.7.2.M0151enTaqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio PrincepsElif Baga0https://orcid.org/0000-0003-2951-2563İstanbul Medeniyet UniversityTaqī al-Dīn al-Rāṣid is one of the most important representatives of the Ottoman tradition on mathematical sciences. His research focus being on astronomy, astronomical instruments, mathematics, optics, mechanics, and physics is understood from his surviving works. Taqī al-Dīn’s establishment and management of the Istanbul Observatory, which was the first observatory in the Ottoman Empire, made him an important figure in many ways. However, despite the aforementioned importance, the mathematics he learned, taught, produced and used has been a subject for very few studies. The primary way of determining the quality and the level of a work is to look at the kind of tools used for its creation. Therefore, this article will present the edition princeps, the translation and the evaluation of Taqī al-Dīn al-Rāṣid’s treatise on algebra, al-Nisab al-mutashākila fī ʻilm al-jabr wa-l-muqābala. It will be presented in the context of the idea that revealing a scientific character and the career of scholars who stand out in mathematical sciences can be possible by analyzing their mathematical works. The nature of the science of algebra, which can be applied to any problem encountered on any subject regardless of geometry or arithmetic, makes this idea more meaningful. For the correct examination of classical mathematical works, first the original text is verified and transformed into a format that provides an easy reading, then it is to be translated into the desired language. Finally a mathematical analysis and historical evaluation are needed to explain the main structure and justification of the content of the article.https://nazariyat.org/content/5-sayilar/15-cilt-7-sayi-2/1-elif-baga/1_elif_baga_en.pdftaqī al-dīn al-rāṣidhistory of algebra in ottomanshistory of mathematics in ottomansalgebramathematics
spellingShingle Elif Baga
Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
Nazariyat: Journal for the History of Islamic Philosophy and Sciences
taqī al-dīn al-rāṣid
history of algebra in ottomans
history of mathematics in ottomans
algebra
mathematics
title Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
title_full Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
title_fullStr Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
title_full_unstemmed Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
title_short Taqī al-Dīn al-Rasid and His Treatise on Algebra Mathematical Evaluation, Translation, and Editio Princeps
title_sort taqi al din al rasid and his treatise on algebra mathematical evaluation translation and editio princeps
topic taqī al-dīn al-rāṣid
history of algebra in ottomans
history of mathematics in ottomans
algebra
mathematics
url https://nazariyat.org/content/5-sayilar/15-cilt-7-sayi-2/1-elif-baga/1_elif_baga_en.pdf
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