Dist Babble

  Quantum Field Theory Through the Lens of Temporal Flows Introduction Quantum Field Theory (QFT) describes how particles and fields interact. But what if spacetime itself isn’t fundamental? What if it arises from something deeper—like the dynamics of temporal flows ? In this post, I’ll walk through my approach to QFT, where spacetime and fields emerge from the interactions of temporal flows. The Core Idea: Temporal Flows as the Building Blocks In my model  temporal flows are represented by a field Φ \Phi . Unlike traditional fields, which sit on a fixed spacetime, Φ \Phi  describes the flow of time itself. These flows interact, and from their dynamics, spacetime and matter emerge. Picture Φ \Phi  as a river of time, with different streams (flows) merging and interacting. The interactions of these streams shape the geometry of spacetime and the distribution of matter and energy. This is a shift from the conventional view of spacetime as a fixed background with f...

 T itle : Resolving Zeno’s Achilles and the Tortoise Paradox through the Paradox Theory  Image provided by Copilot Abstract Zeno's Achilles and the Tortoise Paradox presents a challenge to our intuitive understanding of motion and time. By dividing the distance between Achilles and the tortoise into an infinite number of steps, the paradox suggests that Achilles can never overtake the tortoise. However, this paradox can be resolved by applying the principles of modern calculus, specifically the concept of converging infinite series. In this paper, we employ the Paradox Theory Framework to formalize and resolve the paradox by aligning classical mechanics with the mathematical resolution provided by calculus. This framework offers a novel approach to reconciling seemingly contradictory systems and provides insight into the broader applicability of Paradox Theory to resolve paradoxes across diverse domains. 1. Introduction Zeno's paradoxes, particularly the Achilles and the Tor...

Temporal Physics: A Dynamic Framework for Time *working on amending this Abstract Temporal Flow Physics (TFP) proposes a paradigm in which time is the sole fundamental entity, and space, matter, and energy emerge from the interactions and statistical structure of quantized one-dimensional temporal flows. This paper introduces the foundational constructs of TFP, including the flow field F i ( t ) F_i(t) , the quantized structure of time, and the emergence of spatial geometry through comparisons of flow intervals. We derive the effective equations governing both the background and fluctuation dynamics of flows, define an emergent metric from correlations in flow gradients, and explore implications for gravity, mass-energy, and entropy. We further examine CPT symmetry as a constraint on flow segmentation and entropy evolution, and propose a path toward a unified formulation of quantum gravity. Introduction Conventional physics treats time as a parameter and space as the stage of interact...