Abstract

We advance the concept of Chaos as Singularity within Meta-Monism: not a defect of description but the dimensionless, self-negating kernel of Being. Chaos is interpreted through paraconsistent semantics, where contradictory states can be simultaneously true at the limit of vanishing differentiation. Manifestation unfolds through the triadic structure of Conflict–Moment–Impulse (CMI). We describe Chaos as the closure of a generic point in a non-Hausdorff or point-free topological setting, formalize CMI as an enriched functor between categories of tension fields and emergent structures, and model the Moment as a catastrophe unfolding. The Emergent Spacetime Hypothesis is linked to causal set theory, tensor-network geometry, and noncommutative spectral data. We also provide quantitative contexts for predictions in quantum optics, cosmology, and complexity, including scaling exponents in the range 1.2 to 1.3. In this framework, singularity is reframed as the law of creative emergence.