Exhibition · projection · dimensions
Rotation in Four Dimensions
What does an object look like when no single projection can contain the event?
One state, several synchronized shadows.
A four-dimensional object rotates in two independent planes. Its lower-dimensional projections change differently, so the event becomes legible only when the views are kept synchronized to one underlying mathematical state.
Everyday analogy. Think of turning an unfamiliar object behind a screen. Its shadow changes dramatically as it rotates, but no single shadow is the whole object. Several coordinated projections tell you more than any one view.
Pre-rendered from executable mathematics and generated visualization. The public page contains no runtime or interactive execution.