A Scientific Thesis on Necessity, Fields, and Consciousness at the Boundary of Explanation

This thesis argues that contemporary physics, mathematics, and neuroscience, when interpreted at their limits rather than within their operational interiors, converge on a coherent ontological picture. Certain operations are excluded from formal systems—most notably division by zero—not because reality forbids them, but because formal consistency requires unique, stable outcomes. The systematic appearance of such exclusions at foundational boundaries suggests that they signal limits of representation rather than absences of being. At these boundaries, distinctions collapse: zero, unity, and infinity lose operational separability and become equivalent descriptions of a single underlying state. From this collapse follows the necessity of being, the primacy of fields as ontological structures, and the plausibility that consciousness is fundamental and field-like rather than a late-emergent computational artifact. Science and metaphysics are shown to diverge not ontologically but methodologically, stopping at different sides of the same boundary.