Process Binding Under a Double Horizon Constraint

This article develops a categorial reconstruction of process binding as a precondition of physical model formation. Building on a structure-genetic account of mathematical law-form, it argues that stable difference order alone does not yet yield physical readability. For an order of difference to become world-bound, it must be processually stabilized without being totalized. The article introduces the double horizon constraint I=[τmin,τmax] as the interval within which process binding can remain stable: below the lower horizon, difference dissolves into indifference; above the upper horizon, difference collapses into structural totalization. Reality is thereby interpreted not as a pre-given ontological domain, but as stabilized process binding under this double constraint.