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Passages similar to: Secret Teachings of All Ages — Pythagorean Mathematics
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (81)
The incomposite-composite numbers are those which have no common divisor, although each of itself is capable of division, such as 9 and 25. For example, 9 is divisible by 3 and 25 by 5, but neither is divisible by the divisor of the other; thus they have no common divisor. Because they have individual divisors, they are called composite; and because they have no common divisor, they are called in, composite. Accordingly, the term incomposite-composite was created to describe their properties.
Christian Mysticism
Chapter XI: The Mystical Meanings in the Proportions of Numbers, Geometrical Ratios, and Music. (6)
And the numbers introduced are sixfold, as three hundred is six times fifty; and tenfold, as three hundred is ten times thirty; and containing one and...
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Kabbalistic
The Thirty-Two Paths of Wisdom:(9)
Pure intelligence so called because it purifies the Numerations, it proves and corrects the designing of their representation, and disposes their unit...
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Neoplatonic
On Numbers (16)
To everyone they seem to come under Quantity and you have certainly brought Quantity in, where you say that discrete Quantity equally with the continu...
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Western Esoteric
The Secret Doctrine of the Rosicrucians
Metempsychosis (5)
Another marked case is that of Zerah Colburn, the mathematical prodigy, whose feats attracted the attention of the scientific world during the last...
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Neoplatonic
On the Kinds of Being (2) (13)
We turn to ask why Quantity is not included among the primary genera, and Quality also. Quantity is not among the primaries, because these are...
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