Sacres Numbers and Cyclical Time.: The Mathematical Logic of Zarathushtra's Gathas Quatrains

Windfuhr, Gernot

ISBN 10: 1568593236 / ISBN 13: 9781568593234

Editore: Mazda Pub, 2019

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126 pages. 11.00x8.50x0.30 inches. In Stock.

Codice articolo 1568593236

Dati bibliografici

• Titolo: Sacres Numbers and Cyclical Time.: The Mathematical Logic of Zarathushtra's Gathas Quatrains
• Editore: Mazda Pub
• Data di pubblicazione: 2019
• Lingua: Inglese
• ISBN 10: 1568593236
• ISBN 13: 9781568593234
• Rilegatura: Paperback
• Condizione: Brand New
• Peso: 0,39 chilogrammi

Descrizione articolo

Riassunto

This study highlights the patterns of complex parameters in the Gathas, defining their pervasive numerology. Fundamentally, conceptual pairings and distributional patterns of terms suggest that the composer of the Gathas presented, and through them taught, the TRUTH of the WORLD to be re-created anew daily. In doing so, each WORD and WORD SET accompanying the ritual action is marked both for its specific frequency, its NUMBER, and for its relative POSITION along the time-line of the textual NET-WORK, as the words are “spun” and interwoven, in the process of building up the cycle of the most complex, yet ordered dynamic cosmic coordinate systems that culminate in the Coda. Most unexpected is the recognition that the cosmic vision of the Iranian Gathas matches that of early Greek philosophy and science, in particular Pythagorean and Platonic, but also includes calendrical patterns datable to the early Christian era which suggests multiple layers of adjustments to advances in scientific knowledge, including the knowledge of planets and planetary conjunctions.

Informazioni sull?autore

Professor Windfuhr’s linguistic work on Persian as well as Iranian linguistics, including dialectology and diachrony, is framed by two milestones in the field: the first descriptive and analytical survey of the linguistic study of Persian (1979), and most recently the edition of the comprehensive synchronic analyses and descriptions of Old, Middle and New Iranian languages, the first to include the complex syntax of these languages (2009). Theoretically, his work includes the development of a general three-dimensional model for the comparative mapping of the dynamics of aspect-mood-tense systems (first 1986). Areally, it includes the dynamics of Turkic-Iranian linguistic symbiosis. Didactically, it includes the production of an innovative three-level textbook series of Modern Persian (1979-1982). His work on Modern and Classical Persian literature began with then current structuralist approaches and turned to the inclusion of modern literary theories. Particularly for pre-modern literature he increasingly focused on the indigenous medieval poetics and the dialectics of the codified cognitive networks of a divinely ordered universe that they reflect, including cosmology and the esoteric sciences such as numerology and horoscopy and the art of riddling (examples rediscovered even in well known literary passages from the Shahname onwards). His work on religion includes Zoroastrianism, the Roman Mithraic Mysteries, and Manichaeism, with a major thrust on the Iranian world view preceding Islam. His focus has been on the recovery of Zoroastrian cosmology and metaphysics, and the origins and possible influences of that matrix. He demonstrated the existence of a fundamental underlying the chiastic dialectics, as well as the sacred geometry encoded not only in the Zoroastrian calendar (introduced by the Achaemenids and continued today), but also in the homologuous Zoroastrian ritual precinct. His work also includes the tracing of Zoroastrian sources for Mozart’s esoteric opera The Magic Flute. His comparative studies include the demonstration of the close similarity between the Zoroastrian and the Chinese Taoist ritual, and the recognition of the common lineage of the iconography of a mid-fourth century BCE Sarmatian burial in the Southern Urals to Iranian cosmology, showing that both are part of ancient Anatolian and Eurasian traditions of representing TIME.