Hourihan's Heldri (HH): A Conceptual Framework for Discrete Advancement

Hourihan's Heldri (HH) is a conceptual framework that establishes the invariant Planck-scale conditions necessary for discrete existence. It addresses the long-standing problem of how discrete quantum advancement can occur without overlap, discontinuous jumping, or physical collision by introducing a conceptual mechanism founded upon invariant admissibility and a universal Now. HH does not seek to describe the physical emergence of space, time, mass, or gravity. Instead, it establishes the conceptual conditions necessary for their subsequent physical description. As the first component of the Hourihan Framework, HH provides the conceptual foundation upon which Hourihan's Octant (HO) constructs a physical framework describing system evolution through simultaneous constraint.