From Masha' Allah to Kepler by Charles Burnett & Dorian Gieseler Greenbaum
Author:Charles Burnett & Dorian Gieseler Greenbaum [Burnett, Charles & Greenbaum, Dorian Gieseler]
Language: eng
Format: epub
ISBN: 9781907767067
Publisher: Sophia Centre Press
Published: 2015-09-15T00:00:00+00:00
ALâBĪRŪNĪ ON THE COMPUTATION OF PRIMARY PROGRESSION (TASYĪR)
Jan P. Hogendijk
Introduction
The Masudic Canon (alâQÄnÅ«n alâMasâÅ«dÄ«) of alâBÄ«rÅ«nÄ« in eleven âBooksâ (or large chapters) is one of the most important works of Islamic astronomy. The work is comparable in size and structure to the Almagest of Ptolemy (ca. 150 CE). Alâ BÄ«rÅ«nÄ« completed this work between 1030 and 1040 for sultan MasâÅ«d of Ghazna, now Ghazni in Afghanistan. An overview of the contents of the Masudic Canon can be found in Kennedyâs Studies in the Exact Islamic Sciences.1 Unlike Ptolemy in the Almagest, alâBÄ«rÅ«nÄ« added a Book (11) on mathematical astrology, of which Chapter 5 deals with the doctrine of primary progressions. The Arabic text of the Masudic Canon was published in an uncritical edition in India2 which was reprinted in Beirut.3 The work was also translated into Russian under communist rule; one of the translators, Boris Rozenfeld, once remarked to me that it was the first book on astrology that was printed in Russia after the revolution of 1917.4 An English translation of the Masudic Canon would be important for our knowledge of Islamic astronomy but would require many years of highly specialized work. AlâBÄ«rÅ«nÄ« wrote in Arabic in a peculiar literary style which is more difficult to understand than the rather straightforward language used by most Islamic mathematicians and astronomers. The appendix to this paper contains a literal translation of Sections 1â4 of Chapter 5 of Book 11, which are related to astrological doctrines of ultimately Greek origin, although some of the mathematical methodology was developed in the Islamic middle ages. I have omitted the final Section 5 of Chapter 5 of Book 11 because it concerns Indian astrology and does not involve advanced mathematics.
I begin the appendix with a translation of alâBÄ«rÅ«nÄ«âs cynical introduction to astrology in his preface to Book 11 of the Masudic Canon. AlâBÄ«rÅ«nÄ« also shows a sceptical attitude towards astrology in his more elementary Introduction to the Art of Astrology (kitÄb alâtafhÄ«m liâawÄâil á¹£inÄâat alâtanjÄ«m), which he wrote in the form of approximately 500 questions and answers for the daughter of a high dignitary, RayḥÄna bint Ḥasan. In that work, alâBÄ«rÅ«nÄ« begins the final section on astrology as follows:
We now mention the subjects in the art of the judgement of the stars [i.e., astrology], because its aim is the solution of the question of a person who asks [something about his future], and because it [astrology] is for the majority of people the fruit of the mathematical sciences, although our opinion about this fruit and this art is similar to the opinion of the minority (translation mine).5
Commentary on Sections 1â4 of Chapter 5 of Book 11 of the Masudic Canon
The following commentary is introductory; mathematical details will be discussed in a subsequent section of this paper on worked examples. In this and the following section I will assume some familiarity with the concept of the celestial sphere, the coordinate systems on the sphere (ecliptical, equatorial, azimuthal), and the basics of spherical trigonometry, as explained, e.g.,
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