In classical physics, knowing position and momentum simultaneously is possible; in the quantum realm, nature sets a limit. It is not a failure of knowledge, but a choice: precision in one demands loss in the other. This is Heisenberg’s Uncertainty Principle: the more precisely a particle’s position is known, the less precisely its momentum can be. Formulated in abstract math, though rigorous, it limits access. Building on it, this research proposes concrete equations to address this displacement, making the abstract concrete and equating uncertainty itself.
ON CONCRETE EQUATIONS
A scientific paper and an equation. The representation of a truth that in turn builds another truth. An equation that becomes image, and an image that becomes a book. Two surfaces, one inside the other, confronted. The paper and its reverse. on one side, the words conceal the formulas. On the other, the formulas conceal the words. To see one is to lose the other.
Things make sense when repeated.
Each return carries a subtle variation from the last, a difference that belongs neither to the equation nor entirely to the observer, but emerges in the encounter between the two. Concrete equations do not reveal scientific truths; they give those truths a shape, one that asks to be seen rather than read, perceived rather than operated.