Formula: Α = a² - √(a)
Represents the square of beginnings minus the root of potential, symbolizing the descent from the ideal to the tangible.
Plato’s dialogues often embark upon a descent from the known into the depths of the unknown, a journey echoed in the mathematical expression Α = a² - √(a). Here, a² symbolizes the known world – the tangible, the evident, and the surface of reality. The square of a quantity suggests certainty, stability, and the grounding of the earthly realm. In contrast, √(a) represents the extraction or the unveiling of a deeper truth, a principle reminiscent of the dialectic method used in Plato’s dialogues, particularly visible in "The Republic" where the cave allegory is presented. The act of subtracting the square root from the square indicates a necessary loss or removal of superficial layers to reveal the essence beneath, akin to the philosopher's task of moving beyond appearances to grasp the forms.
The formula holds a figurative and abstract significance, representing the initial phase of contemplation. It is inspired by the philosophy of Plato, raising the fundamental inquiry of how our thoughts are formed and how we discern reality from illusion. Can our minds truly perceive the essence of things?
