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Passages similar to: The Six Enneads — On Numbers
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Neoplatonic
The Six Enneads
On Numbers (4)
We have to enquire into the existence of the Numbers in the Intellectual. Are they Ideas added to the other Ideas? Or are they no more than necessary concomitants to the Ideas? In the latter case, Being, as the first would give us the conception of the Monad; then since Being produces motion and rest, Three exists; and so on for all the other members of the realm of Being. Or perhaps there is one monad for each member, or a monad for the first, with a dyad for its next, since there exists a series, and a corresponding number for every successive total, decad for ten, and so on. If, on the contrary, Number is a direct production of the Intellectual-Principle , there is the question whether it preceded or followed the other Ideas. Plato, where he says that men arrived at the conception of Number by way of the changes of day and night- thus making the concept depend upon variation among things- seems to hold that the things numerable precede and by their differences produce number: Number then would consist in a process within the human mind passing onwards from thing to thing; it results by the fact that the mind takes count, that is when the mind traverses things and reports their differences; observing pure identity unbroken by difference, it says One. But there is the passage where he tells us that the veritable Number has Being, is a Being; this is the opposed view that Number is no product of the reckoning mind but a reality in itself, the concept of which is reawakened in the mind by changes in things of sense.
Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (74)
Number is the term applied to all numerals and their combinations. (A strict interpretation of the term number by certain of the Pythagoreans...
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (73)
The monad signifies (a) the all-including ONE. The Pythagoreans called the monad the "noble number, Sire of Gods and men." The monad also signifies...
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Greek
Book VII (524)
Most true. This was what I meant when I spoke of impressions which invited the intellect, or the reverse—those which are simultaneous with opposite...
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (101)
Monad--1--is so called because it remains always in the same condition--that is, separate from multitude. Its attributes are as follows: It is called...
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Christian Mysticism
The Works of Dionysius the Areopagite
On Divine Names, Caput V (6)
The self-existent Super-goodness then, as projecting the first gift of self-existent being, is celebrated by the elder and first of the...
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Greek
Book VII (525)
Yes, in a very remarkable manner. Then this is knowledge of the kind for which we are seeking, having a double use, military and philosophical; for th...
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Greek
Book VII (525)
That is very true. Now, suppose a person were to say to them: O my friends, what are these wonderful numbers about which you are reasoning, in which, ...
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Christian Mysticism
Chapter XIV: Greek Plagiarism From the Hebrews. (9)
Again the Barbarian philosophy knows the world of thought and the world of sense - the former archetypal, and the latter the image of that which is...
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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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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (76)
There are two orders of number: odd and even. Because unity, or 1, always remains indivisible, the odd number cannot be divided equally. Thus, 9 is...
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (99)
"Perfect numbers, therefore, are beautiful images of the virtues which are certain media between excess and defect, and are not summits, as by some...
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Christian Mysticism
The Works of Dionysius the Areopagite
On Divine Names, Caput XIII (2)
For there is no single existing being, which does not participate in the one, but as every number participates in an unit, and one dual and one decade...
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Western Esoteric
Secret Teachings of All Ages
Introduction (54)
German philosophy had its inception with Gottfried Wilhelm von Leibnitz, whose theories are permeated with the qualities of optimism and idealism....
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Christian Mysticism
The Works of Dionysius the Areopagite
On Divine Names, Caput V (8)
Yea, even the all holy and most honoured Powers veritably being, and established, as it were, in the vestibule of the superessential Triad, are from I...
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (134)
The ennead--9--was the first square of an odd number (3x3). It was associated with failure and shortcoming because it fell short of the perfect...
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Gnostic
Sophia of Jesus Christ (23)
All the attributes that exist are perfect and immortal. In respect to imperishableness, they are indeed equal. (But) in respect to power, they are dif...
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Christian Mysticism
Chapter XI: The Mystical Meanings in the Proportions of Numbers, Geometrical Ratios, and Music. (1)
As then in astronomy we have Abraham as an instance, so also in arithmetic we have the same Abraham. "For, hearing that Lot was taken captive, and...
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Kabbalistic
Chapter I:(3)
The ten numbers formed from nothing are the Decad: these are seen in the fingers of the hands, five on one, five on the other, and over them is the...
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Christian Mysticism
Chapter XIV: Greek Plagiarism From the Hebrews. (60)
The comic poet Epicharmus speaks in the Republic clearly of the Word in the following terms: "The life of men needs calculation and number alone, And...
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Gnostic
Aeonic Emanations (10)
All of them exist in the single one, as he clothes himself completely and by his single name he is never called. And in this unique way they are...
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