Mean motions and longitudes in indian astronomy

Author:

Duke Dennis W.

Publisher

Springer Science and Business Media LLC

Subject

History and Philosophy of Science,Mathematics (miscellaneous)

Reference21 articles.

1. O. Neugebauer, “The Transmission of planetary theories in ancient and medieval astronomy”, Scripta mathematica, 22 (1956), 165–192; D. Pingree, “The Recovery of Early Greek astronomy from India”, Journal for the history of astronomy, vii (1976), 109–123; D. Pingree, “History of Mathematical astronomy in India”, Dictionary of Scientific Biography, 15 (1978), 533–633.

2. G. de Callataÿ, Annus Platonicus: A Study of World Cycles in Greek, Latin and Arabic Sources. Publications de l’Institut orientaliste de Louvain 47. Louvain-la-Neuve, 1996, reviews all the relevant source material. A. Jones, “The Keskintos Astronomical Inscription: Text and Interpretations”, SCIAMVS, 7 (2006), 3–42, is the definitive analysis of the Keskintos inscription, the clearest use of a great year in a Greco-Roman source; B. L. van der Waerden, “The Great Year in Greek, Persian and Hindu Astronomy”, Archive for history of exact sciences, 18 (1978), 359–383 is a good presentation of the evidence, but his conclusions are not solidly proven.

3. G. J. Toomer, Ptolemy’s Almagest (1984), 423–426.

4. O. Neugebauer, A history of ancient mathematical astronomy, (1975), 380–468.

5. Toomer, ibid. (ref. 3), Books IV–V for the Moon and Books IX–XI for the planets.

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