Astronomica
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Astronomica
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In Astronomica (first century CE), the earliest extant treatise we have on astrology, Manilius provides an account of celestial phenomena and the signs of the Zodiac. He also gives witty character sketches of persons born under particular constellations.
Marcus Manilius, who lived in the reigns of Augustus and Tiberius, is the author of the earliest treatise on astrology we possess. His Astronomica, a Latin didactic poem in five books, begins with an account of celestial phenomena, and then proceeds to treat of the signs of the zodiac and the twelve temples. There follow instructions for calculating the horoscoping degree, and details of chronocrators, decans, injurious degrees, zodiacal geography, paranatellonta, and other technical matters.
Besides exhibiting great virtuosity in rendering mathematical tables and diagrams in verse form, the poet writes with some passion about his Stoic beliefs and shows much wit and humour in his character sketches of persons born under particular stars. Perhaps taking a lead from Virgil in his Georgics, Manilius abandons the proportions of his last book to narrate the story of Perseus and Andromeda at considerable length.
In spite of its undoubted elegance, the Astronomica is a difficult work, and this edition provides in addition to the first English prose translation a full guide to the poem, with copious explanatory notes and illustrative figures.
Series: Loeb Classical Library
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INFORMATION
ISBN: 9780674995161
Publisher: Harvard University Press
Format: Hardback
Date Published: 01 January 1977
Country: United States
Imprint: LOEB
Illustration: 1 map, 2 star charts, 24 line illustrations, 7 tables, index
Contributors:
- Edited and translated by G. P. Goold
Audience: Tertiary education, Professional and scholarly
DIMENSIONS
Spine width: 29.0mm
Width: 108.0mm
Height: 162.0mm
Weight: 327g
Pages: 528
About the Author
G. P. Goold was William Lampson Professor of Latin Language and Literature at Yale University, and General Editor of the Loeb Classical Library (1974β1999).
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