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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 (4)
Earlier in the same work, Plutarch also notes: "For as the power of the triangle is expressive of the nature of Pluto, Bacchus, and Mars; and the properties of the square of Rhea, Venus, Ceres, Vesta, and Juno; of the Dodecahedron of Jupiter; so, as we are informed by Eudoxus, is the figure of fifty-six angles expressive of the nature of Typhon." Plutarch did not pretend to explain the inner significance of the symbols, but believed that the relationship which Pythagoras established between the geometrical solids and the gods was the result of images the great sage had seen in the Egyptian temples.
Neoplatonic
CHAP. XXIII. (1)
The mode however of teaching through symbols, was considered by Pythagoras as most necessary. For this form of erudition was cultivated by nearly all...
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Christian Mysticism
Chapter V: On the Symbols of Pythagoras. (1)
Now the Pythagorean symbols were connected with the Barbarian philosophy in the most recondite way. For instance, the Samian counsels "not to have a...
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Neoplatonic
CHAP. XXIX. (1)
Of his wisdom, however, the commentaries written by the Pythagoreans afford, in short, the greatest indication; for they adhere to truth in every...
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Christian Mysticism
Chapter V: On the Symbols of Pythagoras. (8)
Wherefore the wisest of the Egyptian priests decided that the temple of Athene should be hypaethral, just as the Hebrews constructed the temple...
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Neoplatonic
CHAP. XXVIII. (9)
He also promulgated purifications, and initiations as they are called, which contain the most accurate knowledge of the Gods. And farther still, it is...
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Greek
The Elements (54b)
Timaeus: the equilateral triangle is constructed as a third. The reason why is a longer story; but should anyone refute us and discover that it is...
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Christian Mysticism
Chapter XI: The Mystical Meanings in the Proportions of Numbers, Geometrical Ratios, and Music. (5)
Such, then, is the style of the example in arithmetic. And let the testimony of geometry be the tabernacle that was constructed, and the ark that was...
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Neoplatonic
CHAP. XXVIII. (1)
That which follows after this, we shall no longer discuss generally, but direct our attention particularly to the works resulting from the virtues of...
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Greek
The Elements (53d)
Timaeus: Now all triangles derive their origin from two triangles, each having one angle right and the others acute ; and the one of these triangles...
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Neoplatonic
CHAP. XXXI. (6)
It is farther related of the Pythagoreans, that they expelled from themselves lamentation, weeping, and every thing else of this kind; and that...
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Neoplatonic
CHAP. XXVIII. (6)
As they by law are orderly dispos’d; And reverence thy oath, but honor next Th’ illustrious heroes. Hence a certain Pythagorean, being compelled by...
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Christian Mysticism
Chapter IV: Divine Things Wrapped Up in Figures Both in the Sacred and in Heathen Writers. (5)
Wishing to express Sun in writing, they make a circle; and Moon, a figure like the Moon, like its proper shape. But in using the figurative style, by...
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Christian Mysticism
Chapter VII: The Egyptian Symbols and Enigmas of Sacred Things. (2)
Besides, the lion is with them the symbol of strength and prowess, as the ox clearly is of the earth itself, and husbandry and food, and the horse of ...
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Greek
The Elements (55b)
Timaeus: And the third solid is composed of twice sixty of the elemental triangles conjoined, and of twelve solid angles, each contained by five...
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Neoplatonic
CHAP. XIX. (1)
Universally, however, it deserves to be known, that Pythagoras discovered many paths of erudition, and that he delivered an appropriate portion of...
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Neoplatonic
CHAP. XII. (1)
It is also said, that Pythagoras was the first who called himself a philosopher; this not being a new name, but previously instructing us in a useful...
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Neoplatonic
CHAP. XVIII. (4)
There was, however, a certain person named Hippomedon, an Ægean, a Pythagorean and one of the Acusmatici, who asserted that Pythagoras gave the...
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Christian Mysticism
Chapter V: On the Symbols of Pythagoras. (7)
And again, "Don't wear a ring, nor engrave on it the images of the gods," enjoins Pythagoras; as Moses ages before enacted expressly, that neither a g...
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Greek
The Elements (54a)
Timaeus: their nature adequately. Now of the two triangles, the isosceles possesses one single nature, but the scalene an infinite number; and of...
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Neoplatonic
II, Chapter IV (3)
After these things, therefore, we shall define the reasons of the self-apparent statues [or images]. Hence, in the forms of the Gods which are seen...
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