Posts

Showing posts from September, 2024

Considering Counting Triangles to Unveiling Temporal Waves

-
  Considering Counting Triangles to Unveiling Temporal Waves By: John Gavel For years, my work in Temporal Flow Physics (TFP) has pursued a radical idea: what if spacetime itself —with all its gravitational curves and quantum fluctuations—isn't fundamental at all? What if it emerges from a deeper reality: a network of one-dimensional temporal flows , weaving the universe together moment by moment? It’s bold, yes—but I believe this view holds the key to a truly unified theory of physics , one that roots both quantum mechanics and gravity in the same temporal fabric. From Counting Triangles to Counting Time My earliest simulations: I counted triangles. More specifically, I measured how triangular motifs in temporal flow networks dissipated under coarse-graining. The decay rate of these patterns—captured by a parameter I called A₃ —served as a stand-in for emergent gravitational effects. If motifs faded predictably with scale, it suggested that macroscopic structure (like sp...
Post a Comment
Read more

On Temporal Flow and Spin

-
Image
 Temporal Flow and Spin First, we need to define the notion of temporal flow in a way that can relate to spin: A. Temporal Flow Representation Let’s denote the temporal flow at a point in spacetime as τ(t), which could be a function of both time and the underlying spatial coordinates (x, y, z): τ(t, x, y, z) = T(t) + ε(x, y, z) Here, T(t) represents a global temporal flow, while ε(x, y, z) accounts for local variations due to spatial configurations. B. Spin as an Emergent Property We can express spin as a function of the temporal flow, using an emergent spin variable S: S = f(τ(t, x, y, z)) This implies that spin is not an intrinsic property of a particle but is instead derived from the temporal flow. 2. Two-Spinor Formalism Using the two-spinor formalism, we can represent spin-1/2 particles with a two-component spinor: ψ = (ψ₁, ψ₂) A. Spinor Dynamics The dynamics of the spinor can be expressed in relation to the temporal flow. We introduce a modified Dirac equation that incorporat...
Post a Comment
Read more

Comprehensive Theory of Temporal Physics

-
 Comprehensive Theory of Temporal Physics Introduction and Notation This document presents a comprehensive theory of temporal physics, integrating concepts from quantum mechanics, general relativity, and cosmology. The framework of temporal physics is essential because it shifts the paradigm from viewing time merely as a backdrop to events to considering it as an active and quantifiable entity that influences the dynamics of the universe. This theory aims to address longstanding problems in physics, such as the reconciliation of quantum mechanics with general relativity, the nature of black holes, and the understanding of cosmic phenomena like inflation. I use the following notation consistently throughout: - Ti(t): Temporal flow function, where i denotes the component and t is the time parameter - γ(t,t'): Redistribution factor between two time points - H: Hamiltonian operator - Ψ: Quantum state of the system - c: Speed of light - G: Gravitational constant - ℏ: Reduced Planck cons...
Post a Comment
Read more

Reviewing Mathimatical Linearity.

-
I consider that proportionality, often seen as a hallmark of linearity, can still be relevant within a more complex framework While proportionality is a basic relationship, incorporating concepts like limits or asymmetry shouldn’t inherently contradict linearity. I think we need to consider recognizing that every measurement carries uncertainty encourages us to account for variations and potential inaccuracies. This aligns with scientific practice where uncertainty is quantified to provide a clearer picture. Just as physical measurements can be imprecise, our conceptual frameworks may also need to adjust as new insights arise. As systems become more complex, we may observe relationships that appear non-linear at specific scales but can still be understood as part of a broader linear framework when viewed holistically. Systems can be linear even if they exhibit asymmetrical behaviors, as long as the underlying relationships can be described in a consistent manner. In math's we may a...
Post a Comment
Read more

Temporal Dynamics in Maxwell's Equations

-
Introduction In classical electromagnetism, Maxwell's equations form the foundation for understanding electric and magnetic fields. In my model of temporal physics, I adapt these equations to account for the dynamic nature of time, introducing a temporal variable τ ( t ) \tau(t) τ ( t ) . Below are my adaptations of Gauss's law, Faraday’s law, and Ampère’s law, along with the implications of these changes. 2. Divergence of Electric Field (Gauss's Law) Classical Form: ∇ ⋅ E = ρ ε 0 \nabla \cdot \mathbf{E} = \frac{\rho}{\varepsilon_0} ∇ ⋅ E = ε 0 ​ ρ ​ Where: ρ \rho ρ = charge density ε 0 \varepsilon_0 ε 0 ​ = permittivity of free space My Model's Adaptation: ∇ ⋅ E = ρ ε ( τ ) \nabla \cdot \mathbf{E} = \frac{\rho}{\varepsilon(\tau)} ∇ ⋅ E = ε ( τ ) ρ ​ Key Difference: The permittivity ε ( τ ) \varepsilon(\tau) ε ( τ ) now depends on the temporal flow τ \tau τ . This means that the electric field’s behavior is influenced by the evolving nature of time itself. Effect: ...
Post a Comment
Read more

On Dimensional Density, in Temporal Physics

-
 Time, in my model, is viewed as a tool created from the properties of matter. If we consider that everything in the universe consists of matter, then measuring matter inherently leads us to develop concepts like time. Thus, time is not an abstract concept but a physical one, deeply intertwined with the existence of matter. This perspective may sound strange initially, but it emphasizes that without matter, there would be no experience of time. In essence, time, space, energy, and matter are all interconnected aspects of the same fundamental reality. This approach allows for a more cohesive understanding of the universe, where temporal flows influence the behavior of matter and energy. Essentially, I am proposing that recognizing this unity among these concepts can provide a clearer framework for understanding the laws of physics. In my model, the temporal flow τ(t) acts like a scalar or tensor field, where its value changes with respect to both time and potentially space. It inter...
Post a Comment
Read more

Temporal physics on mass and inertia

-
 In Temporal Physics mass arises from time flow, with the arrangement of these flows determining how the system behaves. The idea that more complex or massive systems resist changes due to temporal shifts implies that: Inertia is a form of temporal "drag," where the resistance to motion is a result of temporal flow resistance. The more drastic the shifts in time, the more the system behaves as if it has mass, slowing down the rate at which it can transition or interact with other temporal flows. Phase Transitions and Temporal Shifts, discrete certainty of material properties—such as melting points or electrical conductivity—being tied to temporal flow arrangements, suggests that: Different atomic structures exhibit unique temporal configurations. These configurations dictate how the atoms interact with heat, pressure, or other forms of energy. Phase transitions (such as from solid to liquid) would require a certain threshold of energy to rearrange the temporal flows within a ...
Post a Comment
Read more

Overview of Tensors and Fields

-
This is a summation of my thoughts on Tensors and fields in Temporal Physics. I feel I could compound this concept even further but it gives a fairly brawd conceptual starting point.   Field Definition Fields can be viewed as a summation of amplitudes across dimensions. For example, the amplitude of temporal flows can be defined as: F(x,y,z,τ) = ∫A(τ) dV where d V dV d V is a volume element across spatial dimensions, and A ( τ ) A(τ)  is the amplitude of the temporal flow. Tensors Representing Temporal Flows Temporal Flow Tensor T ( τ ) T(τ) Captures amplitude and derivatives of temporal flow: T ( τ ) = [ α m ⋅ ( ∂ τ ∂ t ) 0 0 0 β m ⋅ ∂ 2 τ ∂ t 2 γ m ⋅ ∂ τ ∂ t γ m ⋅ ∂ τ ∂ t δ m ⋅ ∂ 2 τ ∂ t 2 ϵ m ⋅ ∂ 3 τ ∂ t 3 ] T(\tau) = \begin{bmatrix} \alpha_m \cdot \left(\frac{\partial \tau}{\partial t}\right) & 0 & 0 \\ 0 & \beta_m \cdot \frac{\partial^2 \tau}{\partial t^2} & \gamma_m \cdot \frac{\partial \tau}{\partial t} \\ \gamma_m \cdot \frac{\partial \tau}{\partial t}...
Post a Comment
Read more

Popular posts from this blog

A build up of time

-
 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...
Read more

Temporal Physics: A New Framework

-
Temporal Physics: A New Framework Table of Contents 1. [Fundamental Framework](#1-fundamental-framework) 2. [Emergence of Space](#2-emergence-of-space) 3. [Fields and Force Dynamics](#3-fields-and-force-dynamics) 4. [Particle Properties](#4-particle-properties) 5. [Quantum Entanglement](#5-quantum-entanglement) 6. [Quantum-Classical Transition](#6-quantum-classical-transition) 7. [Observable Phenomena](#7-observable-phenomena) 8. [Experimental Implications](#8-experimental-implications)  1. Fundamental Framework Time as the Fundamental Entity - Traditional physics treats space as primary; we invert this paradigm. - Core Assertion : Time flows generate spatial dimensions, implying that space is a byproduct of temporal interactions. - The interplay of temporal flows shapes all physical phenomena, creating a dynamic framework that transcends classical interpretations.  Core Principles 1. Time is Primary, Space is Emergent : Space does not exist independently but arises from the c...
Read more

Bridges of Morality: A Philosophy of Autonomy, Suppression, and Social Responsibility

-
 Bridges of Morality: A Philosophy of Autonomy, Suppression, and Social Responsibility I. Introduction — The Fractured Freedom of Being The Fractured Freedom of Being Autonomy is often misunderstood. It's not a privilege granted by society, nor a luxury reserved for those in power. It's something deeper: the raw capacity to choose, to act, to reflect. This capacity—this fundamental freedom—emerges the moment a mind becomes aware of itself and its possibilities. But here's the tension that defines human existence: society doesn't reward unfiltered autonomy. In fact, it punishes it. So we learn to suppress parts of ourselves—not because we're wrong, but because survival inside any social system requires strategic adaptation. This tension exists because of what I call the truth asymmetry—the gap between infinite and finite modes of being, to borrow Spinoza's terminology. If we think of absolute truth as analogous to Spinoza's infinite substance—complete, eterna...
Read more