Al-Tadhkira fī ʿilm al-hayʾa /
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Naṣīr al-Dīn Ṭūsī (d. 672/1274) was an influential philosopher, theologian, mathematician and astronomer, besides being the first director of the famous observatory at Marāghah near Tabriz as well as a man of politics. The author of a large number of works, he is especially famous for such treatises as his Tajrīd al-iʿtiqād on theology; the Zīj-i Īlkhānī on astronomy; the Ḥall mushkilāt al-Ishārāt ; his influential commentary on Avicenna's (428/1037) Kitāb al-ishārāt wal-tanbīhāt on philosophy and logic; and his Akhlāq-i Nāṣirī on ethics. Another famous work is his Tadhkira fī ʿilm al-hayʾa published here. As stated by the editor, this is one of the most important and influential astronomical works written in the pre-modern Islamic world. It belongs to the second phase of Ṭūsī's academic career and constitutes a synthesis between two earlier works by him, written when he was still working for the Nizārī Ismailis. Arabic text and apparatus, Persian introduction translated from the English edition.
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1 online resource. :
9789004406476
9786002030917
Al-Muqniʿ fi ʼl-ḥisāb al-Hindī /
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Abu ʼl-Ḥasan Nasawī was a mathematician and geometer of the 5th/11th century. He was a contemporary of Bīrūnī (d. 440/1048) and a student of Avicenna (d. 428/1037). Naṣīr al-Dīn Ṭūsī (d. 672/1274) mentions him in his works and so do others. Nasawī became known in the west through the publications of Franz Woepcke in the nineteenth century. Born in Rayy, Nasawī worked for the Buyid ruler Majd al-Dawla (d. 420/1029) and later for Sharaf al-Dawla, vizier to the Buyid ruler of Baghdad, Jalāl al-Dawla (d. 435/1044). In Nasawī's time, there were three types of arithmetic: finger-counting as used in business, a sexagesimal sytem with numbers denoted by letters of the Arabic alphabet, and an Indian system of numerals and fractions with decimal notation. The present work is about the Indian system and treats of four classes of numbers in four separate sections. This is Nasawī's own Arabic reworking of the Persian original, now lost.
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"Mīrās̲-i Maktūb (Series), 241"--P. facing title page. :
1 online resource. :
9789004406094
9786002030368
Pizhūhishhāʾī dar tārīkh-i ʿilm : Maqālātī dar bāra-yi tārīkh-i riyāḍiyyāt, nujūm, mikānīk, wa pizishkī /
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As is well known, large parts of the Greek sciences were assimilated by the medieval Muslim world. Equally well known is the fact that quite a number of Muslim scholars contributed to the further development of some of these sciences and also, that some of their works were translated into Latin and other western languages, leaving their imprint on late medieval and early modern science in turn. For this reason, anyone interested in the history of science in the western world will be interested in reading about the history of science in Islam and vice versa. This is why the editor of the present collection of articles has done well to bring together contributions from both fields, in French, English, and Persian. While all of these articles are interesting in their own right, the section dedicated to Naṣīr al-Dīn Ṭūsī (d. 672/1274) and a study of Descartes' (d. 1650) de Solidorum elementis deserve special mention.
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1 online resource. :
9789004405813
9786002030184
Jahān-i dānish /
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Sharaf al-Din Mas'ūdi (6th/12th cent.) was a philosopher, astronomer, mathematician and logician. A native of Marw, he spent a large part of his life in Bukhara and Samarqand, Transoxiana. In Bukhara he had a number of debates with the philosopher and theologian Fakhr al-Dīn Rāzī (d. 606/1210), described in the latter's Munāẓarāt jarat fī bilād Mā warāʾ al-nahr . From among his philosophical works, his critical notes to Avicenna's (d. 428/1037) al-Ishārāt wal-tanbīhāt deserve special mention. In the sciences, he wrote a work on astronomy and geography called al-Kifāya fī ʿilm al-hayʾa . In the introduction to this work he explains that he composed it at the request of a friend and that it is based on the works of others, among then Ibn al-Haytham (d. ca. 432/1040-41) and Kushyār b. Labbān (fl. late 4th/10th cent.). Afterwards, he translated it into Persian-this time without mentioning his sources-calling it Jahāni- dānish , published in this volume.
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1 online resource. :
9789004403383
9789646781764
Rawḍat al-munajjimīn /
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In the first centuries of Islam, Arabic gradually replaced Middle Persian to become the language of the new religion and the administration of Iran. Works in Middle Persian were translated into Arabic and Persian authors also started writing directly in Arabic. From the fifth/eleventh century onward, there arose a need for works in New Persian, either translated from Arabic or composed in New Persian straightaway. The work published in this volume is a product of that period. Not much is known about the life of its author, Shahmardān b. Abi ʼl-Khayr. A resident of Gurgān and Astarābād, he was a scholar who also worked as a secretary and financial officer. In astronomy, he was a student of Abu ʼl-Ḥasan Nasawī (fl. 2nd quart. 5th/11th cent.). Shahmardān's work is an accessible, popularized compilation of the works of others, among them Abū Maʿshar (d. 272/886), Kushyār b. Labbān (fl. late 4th/10th cent.), and Bīrūnī (d. 440/1048)
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1 online resource. :
9789004403673
9789646781795
Tarjuma-yi Kitāb al-Nijāra : Dar handasa-yi ʿamalī /
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Abu ʼl-Wafāʾ Būzjānī (d. 388/998) was a mathematician and astronomer and a native of Būzjān near Nishapur. He studied arithmetic with two of his uncles, probably in Būzjān. When he was nineteen years old he went to Baghdad. There he further developed himself to become one of the leading scientists of his age, working at the Buyid court. He was a contemporary and protector of the chronicler of intellectual and artistic life in Baghdad at the time, Abū Ḥayyān al-Tawḥīdī (d. ca. 414/1023). In the bibliographical literature more than twenty works are ascribed to him, many of which were lost. The present work was originally written in Arabic under the title Kitāb fī mā yaḥtāj ilayhi ʼl-ṣāniʿ fī aʿmāl al-handasa . It is a groundbreaking work in that Būzjānī was the first to write a monograph on practical geometry as justified by the rules of theoretical geometry. Medieval Persian and French translation, with introductions and notes.
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1 online resource. :
9789004405646
9789648700992
Zīj-i Yamīnī /
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In Islamic science, a zīj is an astronomical handbook made up of tables and text. Between the 2nd/8th and 13th/19th centuries, over 200 such works were written, many of them lost. Famous zīj are al-Zīj al-Ṣābiʾ by al-Battānī (ca 300/900), al-Qānūn al-Masʿūdī by al-Bīrūnī (421/1030), and Naṣīr al-Dīn al-Ṭūsī's (d. 672/1274) Zīj-i Īlkhānī . The Zīj-i Yamīnī published in facsimile here was compiled in Ghazna in 511/1156 by a certain Muḥammad al-Ḥaqāʾiqī and dedicated to the Ghaznavid ruler Bahrāmshāh b. Masʿūd b. Maḥmūd (reg. 511-552/1117-1157). It is the third oldest zīj in Persian, after the Zīj-i mufrad of Muḥammad b. Ayyūb Ṭabarī (485/1092) and the Persian translation of Kūshyār b. Labbān Gīlānī's (fl. ca. 390/1000) Arabic al-Zīj al-jāmiʿ by Muḥammad b. ʿUmar Munajjim-i Tabrīzī in 483/1090. Al-Ḥaqāʾiqī based himself on the works of others, notably al-Battānī's al-Zīj al-Ṣābiʿ , whose data he then recalculated for the city of Ghazna where necessary. Good example of early scientific Persian.
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1 online resource. :
9789004407305
9786002031303
Rāshīkāt al-Hind : Tanāsub nazd-i Hindiyān /
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Abū Rayḥān al-Bīrūnī (d. after 442/1050) is one of the greatest scholars in the history of Islam. A native of Kāth, capital of Khwārazm, he wrote on subjects ranging from mathematics, geography, astronomy and natural science to history, linguistics and ethnography. He was a student of, among others, the astronomer-mathematicians Kushyār b. Labbān (fl. 390/1000) and Abū Maḥmūd al-Khujandī (d. 390/1000). He also met and corresponded with Avicenna (d. 428/1037). As was common for a scholar of his rank in those days, he spent his life in the entourage of powerful rulers, in Khwārazm, Khurāsān, and Sidjistān. It was at the court of Maḥmūd b. Sebüktigin (d. 421/1030) and his sucessors in Ghazna that he accompanied Maḥmūd on his campaigns to north-west India. It is there that he got acquainted with Indian methods in the arithmetic of proportions and ratios, the subject of this book. Arabic text with a Persian translation by the editor.
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1 online resource. :
9789004405615
9789648700954
Seh risāla az Thābit b. Qurra : Sāʿathā-yi āftābī, Ḥarakat-i khurshīd u māh, Chahārdah wajhī muḥāṭ dar kurah /
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Thābit b. Qurra (d. 288/901) was a gifted mathematician, scientist and translator of many Greek scientific works, who knew Greek, Syriac and Arabic. He might have spent his entire life in his native Ḥarrān as a money-changer were it not for his chance encounter with Muḥammad b. Mūsā (259/873) of the famous Banū Mūsā brothers, specialists in mathematics and astronomy and among the most important intellectuals of Baghdad at the time. Appreciating his intelligence and his mastery of languages, Muḥammad took Thābit back with him to Baghdad, where he was trained in philosophy, astronomy and mathematics. Thābit then set out on a brilliant career as a translator and author in his own right, writing on all the applied sciences of his time. This facsimile edition of three texts on sundials, solar and lunar motions, and a fourteen-sided solid inside a sphere reproduces the well-known MS Istanbul, Köprülü 948, dated 370/981, copied by Thābit's grandson Ibrāhīm.
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"Nuskhah bargardān bih qaṭʻ-i aṣl-i nuskhah-i khaṭṭī bih shumārah-i 948 Kitābkhānah-i Kūprūlū (Istānbūl) kitābat 370 hijrī".
"A facsimile edition of the manuscript (MS 948, Koprulu Library, Istanbul, Turkey) copied in 370 A.H (981 A.D)"--Added title page. :
1 online resource. :
9789004406360
9786002030511
The arts of ornamental geometry : a Persian compendium on similar and complementary interlocking figures, Fī tadākhul al-ashkāl al-mutashābiha aw al-mutāwafiqa (Bibliothèque Nation...
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This collective study focuses on a unique anonymous medieval document on ornamental geometry featuring geometrical constructions and textual instructions in Persian. Selections from the unpublished work of Alpay Özdural (d. 2003) on this subject have been updated with original contributions by Jan P. Hogendijk, Elaheh Kheirandish, Gülru Necipoğlu, and Wheeler M. Thackston. The chapters interpreting this fascinating document are followed, for the first time, by a facsimile, transcription, and translation, as well as drawings of incised construction lines invisible in the photographed facsimile. This publication intersects with the current interest in Islamic geometrical patterning as an inspiration for tessellation and parametrically derived forms in contemporary architecture and the arts. It aims to make this celebrated source more accessible, given its multifaceted relevance to historians of art, architecture, and science, as well as mathematicians, physicists, artists, and architects. For those who wish to obtain a copy of the full, unedited original book manuscript of Alpay Özdural, where he discusses the mathematical properties of all geometrical constructions in the Anonymous Compendium as well as the step-by-step method for drawing each one, his work is available online at https://doi.org/10.6084/m9.figshare.5255416
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1 online resource. :
Includes bibliographical references and index. :
9789004315204 :
Available to subscribing member institutions only.