Voxel Lattice Structure

The Voxel Lattice Structure is the count of the quantum substrate's spatial units: a cubic lattice of 100 voxels along each of three directions, 10⁶ voxels in all. It provides the spatial framework for distributed quantum information processing at a density sufficient for recursive operations, and is the first of the book's Quantum Substrate Architecture Requirements. Each voxel then holds a Voxel Quantum State in a 64-dimensional Hilbert space, and the Information Density per Voxel adds a coherence enhancement to that capacity, together specifying the lattice organization, state encoding and information storage the substrate needs. N_x × N_y × N_z = 100³ = 10⁶ voxels, where N_x, N_y and N_z are the lattice dimensions in the x, y and z directions, 100 is the lattice size per dimension and 10⁶ is the total voxel count. All are [∅]. It is part of the Three-Dimensional Voxel Lattice and connects to the Voxel Quantum State, Information Density per Voxel, Quantum Substrate and Quantum Infrastructure.