Temporal Flux Ontology: Matter as Topological Discontinuities in a Quantized Temporal Flow – An Exploratory Hypothesis

We propose a preliminary and exploratory ontological framework, the Quantum Temporal Flow Hypothesis (QTFH), in which time is not a smooth, continuous background parameter but a fundamentally quantized dynamical entity—a discrete, fluctuating temporal flow at the Planck scale. Within this framework, elementary particles are reinterpreted not as independent ontological primitives but as topological defects—stable discontinuities arising from knottings, vortices and singularities in the temporal microstructure. We sketch a preliminary mathematical formalism using fiber bundle theory, the homotopy classification of topological defects and discrete causal set dynamics to indicate how matter might emerge from temporal topology, and we identify where this formalism does not yet work. The framework is contextualized within existing approaches, including Loop Quantum Gravity (LQG), causal set theory and topological quantum field theory (TQFT). This work is an early-stage conceptual exploration and is offered as an invitation to dialogue rather than as a definitive claim. We propose thought experiments and discuss potential empirical signatures that could, in principle, distinguish QTFH from competing models.