Beyond the Event Horizon: An Operator-First Theory of Persistent Geometry and Black Hole Dynamics
A black hole carries one wall of each kind. Its horizon is a geometric fold: in the right coordinate it is smooth, and nothing breaks there. Its innermost stable circular orbit is a spectral wall, a Jordan block where steady circling turns into a plunge. This paper builds both kinds of wall exactly in a setting where every step can be proved and computed, and then compares them, structurally, with black holes. The setting is the shape space of four bodies. Its kinetic metric is the Bures metric of a real qutrit, and its one genuine wall, the coplanar configurations, is a fold at finite…
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