Dist Babble

  Wave-Particle Duality in the Temporal Framework Temporal Flow as a Foundation: Temporal Flows: Temporal flows are the fundamental dynamics from which spatial dimensions emerge. These flows can be considered as vectors in a time-evolving vector space. Emergent Spatial Vectors: Spatial dimensions are derived from interactions among these temporal flows, resulting in structures that can be visualized in space. Wave Behavior: Continuous Temporal Flows: The continuous nature of temporal flows gives rise to wave-like behavior. These flows exhibit patterns similar to waves, where fluctuations and interactions create wave phenomena. Wave Equation: The wave-like nature of temporal flows can be described by equations similar to the wave equation in classical physics. For example, the wave equation in this context is: (Second partial derivative of T with respect to time) - (Laplacian of T) = 0 Here, T represents the temporal field, and its variations in space and time give rise to wave ...

 Building up time. You could think of time as physical, or much more basic such as meta dynamics of what is physical. Sense you are working with a single dimension that builds up dimensons through interations.  c = j⋅r_i + 2⋅(Δr_i / Δj)⋅r_i Where: c is the result  j is flow (a positive or negitive value) r_i represents a rate (which is a conglomerate of flows) Δr_i and Δj represent changes in rate and flow, respectively given the "speed" of light consider our dimensions are D = fa + fb A dimension (D) emerges as the ratio of two interacting flows (fa and fb). This suggests that dimensions are not absolute, but relative measures arising from the interaction of more fundamental entities, flows. Lets go further and say space emerging from time. A metric for this space as: ds² = Σ(Ri + fi)² * dxi² Where i runs over all dimensions. Include our speed of light in the metric ds² = c² * [dt² - (1/c²) * Σ(ri² * dx0²)] Events with ds² > 0 are timelike separated, ds² = 0 are light...

   Model of Consciousness and Subjective Experience Core Concept: I propose that subjective experience emerges from the complex interplay between contextual information, dimensionality, time, and strategic choices, all modulated by temporal flows, which I refer to as stress patterns. This model aims to quantify and explain how these factors interact to shape consciousness and learning. Key Equations and Their Roles: Subjective Experience Equation: S E i = f ( C i , T , D / C i ) SE_i = f(C_i, T, D/C_i) S E i ​ = f ( C i ​ , T , D / C i ​ ) SE_i: Subjective experience of individual i i i C_i: Contextual information matrix for individual i i i T: Time D: Overall dimensionality of the information space D/C_i: Contextual asymmetry Information Exchange Rate: I i = k ⋅ N 2 ⋅ ( D C i ) ⋅ B ( s i ) ⋅ S i I_i = k \cdot N^2 \cdot \left(\frac{D}{C_i}\right) \cdot B(s_i) \cdot S_i I i ​ = k ⋅ N 2 ⋅ ( C i ​ D ​ ) ⋅ B ( s i ​ ) ⋅ S i ​ I_i: Rate of information exchange for individual...

Unified Framework of Temporal Flows and Emergent Dimensions: A Novel Perspective on Quantum Mechanics and Relativity Abstract: This model proposes a novel framework where temporal flows are considered the fundamental dimension of reality, leading to the emergence of spatial dimensions. By integrating concepts from both quantum mechanics and relativistic physics, this model offers a new perspective on the nature of space, time, and fundamental interactions. 1. Temporal Flows as the Foundational Dimension: In this framework, temporal flows are posited as the primary dimension of existence. Rather than treating space and time as separate entities, this model suggests that space emerges from the dynamics of temporal flows. The fundamental unit of analysis is a single-dimensional temporal substrate from which spatial dimensions arise. 2. Emergence of Dimensions: Dimensions are not intrinsic but emerge from the interaction of temporal flows. As temporal flows interact at different rates, the...

Understanding Curved Space and Quantum Phenomena in Temporal Physics Curved Space as a Manifestation of Interaction Rates: In My model, curved space arises from variations in interaction rates (denoted as 𝑅𝑖𝑗) across the single-dimensional framework. These rates are not uniform; thus, the space we perceive as curved emerges from the non-uniform distribution of these interaction rates. Areas with higher interaction rates create a denser, more "curved" appearance in the emergent dimensions. Essentially, what we interpret as curvature is a direct result of these varying rates of interaction within the single-dimensional substrate. Speed of Light as an Interaction Rate Limit: The speed of light (c) is inherently tied to the maximum rate of interactions in My model. It acts as a fundamental limit because the rate at which any single point can interact with others cannot exceed c. This constraint is not arbitrary but a fundamental property derived from the dynamics of how dimens...

 Mass Hierarchy Problem and the masslessness of gauge bosons can be approached through the interplay of symmetry, asymmetry, and the dynamics of temporal flows. Here’s how my framework might address these issues: Mass Hierarchy Problem: This problem refers to the large disparity between the masses of elementary particles, especially the very small mass of the Higgs boson compared to the much larger masses of particles like the top quark. Temporal Flows and Mass Hierarchy: Variation in Flows: In my model, mass is associated with the interaction and resistance of temporal flows. The mass hierarchy could be explained by the variations in how these flows interact or resist changes. For instance, particles with higher masses might correspond to regions in the flow dynamics with greater resistance or saturation points, leading to a higher measurement of mass. Flow Saturation: If certain flows reach a saturation point, leading to maximum interaction rates, this could explain why some part...

 The core idea is that subjective experience emerges from the complex interplay between contextual information and the flow of time across multiple scales. It challenges reductive or overly simplified views by proposing a rich, interdependent framework. Firstly, we represent subjective experience (SE) as a function that maps contextual information (C) and temporality (T) onto a manifold of experienced subjective states: SE = f(C, T) The contextual information matrix (C) encodes diverse factors like sensory inputs, memories, cognitive models, environmental stimuli etc. It's a high-dimensional tapestry: C = [c1, c2, c3, ...cn] However, rather than treating time (T) as a simple linear parameter, the model incorporates the key insight that different temporal scales and moments contribute variously to shaping experience. This is achieved via a time weighting function w(T) that dynamically weights the influence of each time point. The evolution of SE then becomes: dSE/dT = f(C(T), w(T)) ...