Elias Zafiris

Leitmotif

The Power of Involution

The action which involves the inward turning or twisting of an expanding outer layer so that it spreads over the internal surface of the remaining external elements.

The Method

Adjunction and Conjugation

"So the psyche, exercising her capacity to know, projects on the imagination, as on a mirror, the ideas of the figures; and the imagination, receiving in pictorial form these impressions of the ideas within the psyche, by their means affords the psyche an opportunity to turn inward from the pictures and attend to herself. It is as if a man looking at himself in a mirror and marveling at the power of nature and at his own appearance should wish to look upon himself directly and possess such a power as would enable him to become at the same time the seer and the object seen. In the same way, when the psyche is looking outside herself at the imagination, seeing the figures depicted there and being struck by their beauty and ordered appearance, she is admiring her own ideas from which they are derived; and though she adores their beauty, she dismisses it as something reflected and seeks her own beauty. She wants to penetrate within herself to see the circle and the triangle there, all things without parts and all in one another, to become one with what she sees and enfold their plurality, to behold the secret and ineffable figures in the inaccessible places and shrines of the gods, to uncover the unadorned divine beauty and see the circle more part-less than any center, the triangle without extension, and every other object of knowledge that has regained unity".

Exordium

Physical Mathematics for figuring out the natural context of qualification of mathematical theories in relation to the universal invariants.

Natural Philosophy for abducting the harmonics capable of tempering the ethos of the individual in relation to the dignity of the cosmos.

Temporal Bonds and their Cohomological Spectral Depth on the Bounding Epiphaneia

From the Domain of Harmonics to the Spectral Domain of Physical Geometry

Logos

Contacts

elias.zafirisATgmail.com

anahelixisATgmail.com