Neither one nor many "neither one nor many" more intensively (throughout sixty-two of its ninety-seven stanzas) than any other text in Buddhist literature. This argument is one of a series of proofs used to demonstrate that phenomena are without real existence. Neither one nor many The 'neither one nor many' argument (Wylie: gcig du 'bral ba'i gtan tshigs) is an argument employed by different philosophers and spiritual traditions for various reasons. The argument and its permutations and antecedents, particularly the "problem of the One and the Many" as charted by McEvilley (2002: pp. 23–66) in his "magnum opus", has an ancient pedigree in the
Burmese zodiac from the value of Rahu, and suggests that Ketu was "superfluous to the system, and perhaps even as an entity that owes its origin to a mistake". Htin Aung says the use of Rahu and Ketu in Burmese zodiac and astrology is for cultural, not necessarily astronomical, value, noting that the nine signs neatly fit the Nine Gods of Burmese animist tradition and indeed are an essential part of the "Ceremony of the Nine Gods" usually held when there is sickness in the house.) The signs can be represented in a nine-square diagram. The exact arrangement is used to place