2023 · 3D-printed flexible polymer
Unity Manifold
A topological surface with no inside or outside — a manifold in which every point is equivalent to every other. The mathematical proof that apparent opposites are the same surface, continuously folded.
About the Work
In topology, a manifold is a space that looks locally like ordinary Euclidean space but may have a different global structure. The simplest non-orientable manifold — the Möbius strip — has only one surface. What appears to be an inside and an outside are, in fact, the same surface continuously traced.
The Unity Manifold extends this principle into three dimensions. It is a closed surface with no inside and no outside — a form that, traced continuously in any direction, returns to its starting point having passed through what appeared to be both the interior and the exterior of the object.
This is not a trick. It is a demonstration. The apparent duality of inside and outside — one of the most fundamental distinctions available to embodied creatures — is dissolved not by philosophical argument but by geometric proof. You can trace it with your finger. The distinction that seemed absolute turns out to be a feature of viewpoint, not of reality.
The Unity Manifold is the most explicitly theoretical piece in the collection, and the most directly connected to the collection's central claim: that Living Duality is not about coexisting with opposites but about discovering that opposites are, at sufficient depth, the same thing.
This is not resolution. It is recognition.