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Al-Biruni<br />

The Tafhim is a truly remarkable <strong>book</strong> in several respects. First, it is a medieval<br />

Oriental <strong>book</strong> dedicated to a woman. This by itself is remarkable. The woman, Rayhana<br />

bint al-Hasan, was a Persian noblewoman who was apparently a student of Al-<br />

Biruni’s while both were semicaptive at Mahmud’s court at Ghaznah. Virtually every<br />

paragraph of <strong>the</strong> Tafhim is interesting. Al-Biruni seems to have written both an Arabic<br />

and a Persian version. It contains 550 paragraphs plus a colophon that Al-Biruni tells<br />

us was intended as an aide-mémoire for Rayhana in <strong>the</strong> form of questions and answers.<br />

The 1934 Wright translation deletes this feature and presents a text arranged in paragraphs<br />

with headings. Though Wright’s translation shows signs of incompletion—it is<br />

typewritten, not typeset, with unpolished notes and comments, and clearly paraphrased<br />

in places—<strong>the</strong> overall composition and handling of <strong>the</strong> subject shows Al-Biruni to<br />

have possessed a mind of <strong>the</strong> highest quality and probity. As a teacher he must have<br />

been outstanding. He writes with clarity and conciseness uncharacteristic of medieval<br />

astrological writers. He tells us, at <strong>the</strong> very end of <strong>the</strong> <strong>book</strong>, that he has set forth what a<br />

beginner needs to know about <strong>astrology</strong>. He exceeds <strong>the</strong> modern standards in this<br />

regard and provides us with what amounts to an introduction to ma<strong>the</strong>matics, geography,<br />

chronology, and astronomy before finally addressing judicial <strong>astrology</strong>.<br />

As a text<strong>book</strong> on <strong>astrology</strong>, <strong>the</strong> Tafhim is on a par with Ptolemy’s Tetrabiblos.<br />

Indeed, it is superior to it, in that it contains a good deal of material contained in<br />

Ptolemy’s Almagest as well. Much of <strong>the</strong> Tafhim is clearly an attempt to epitomize <strong>the</strong><br />

Almagest. Its value is in <strong>the</strong> scope of its contents. In no o<strong>the</strong>r astrological work is <strong>the</strong>re<br />

such a comprehensive survey of medieval astrological science and <strong>the</strong> subjects that<br />

supported it. The <strong>book</strong> reveals <strong>the</strong> many-faceted skills and duties of an eleventh-century<br />

Persian astrologer. Al-Biruni is also interested in <strong>the</strong> Hindu astrological traditions<br />

and how <strong>the</strong>y differ or coincide with those with whom he is familiar. He also reports<br />

Magian astrological practices. The shortcoming of <strong>the</strong> <strong>book</strong> is that, written as an aidemémoire,<br />

it lacks examples showing how to apply <strong>the</strong> methods, astrological or ma<strong>the</strong>matical,<br />

so thoroughly set forth. However, <strong>the</strong> <strong>book</strong> does provide a uniquely clear window<br />

into <strong>the</strong> level of knowledge attained by a Persian astrologer in 1029. By comparison,<br />

his European counterparts were deprived.<br />

Al-Biruni’s exposition of <strong>astrology</strong> places <strong>the</strong> subject squarely in <strong>the</strong> context of<br />

<strong>the</strong> ma<strong>the</strong>matical disciplines. He begins by introducing <strong>the</strong> student to geometry and<br />

arithmetic to provide <strong>the</strong> would-be astrologer with <strong>the</strong> ability to calculate. The calculations<br />

are pre-logarithmic, and geometrical trigonometry is used. Curiously absent is<br />

any mention of <strong>the</strong> forty-seventh proposition of Euclid, also known as <strong>the</strong> Pythagorean<br />

<strong>the</strong>orem, which Ptolemy used to such good effect in <strong>the</strong> first <strong>book</strong> of <strong>the</strong> Almagest<br />

to find <strong>the</strong> lengths of chords subtending arcs of <strong>the</strong> circle.<br />

Al-Biruni’s discussion of arithmetic is Pythagorean, based clearly on Nicomachus’s<br />

Introduction to Arithmetic. Initially, this seems strange and possibly even esoteric,<br />

until one realizes that ancient calculation in <strong>the</strong> Middle East, insofar as it was<br />

based on Greek ma<strong>the</strong>matics, was based on <strong>the</strong>oretical arithmetic such as Nicomachus’s.<br />

As late as <strong>the</strong> thirteenth century, this was still true in Europe. For instance,<br />

Guido Bonatti, in Liber Astronomiae, asserts that <strong>the</strong> art of calculation has to do with<br />

<strong>the</strong> knowledge of numbers and tables, such as <strong>the</strong> multiplication tables and tables of<br />

roots and powers ei<strong>the</strong>r found in Nicomachus’s work or suggested by him. In practice,<br />

THE ASTROLOGY BOOK<br />

[15]

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