You're right! There's a JavaScript issue preventing the navigation. Let me fix that and provide a working version: ```html The Geometric-Informational Theory of Mass

The Geometric-Informational Theory of Mass

A synthesis of Ian Beardsley's geometric inertia theory and Sebastian Vîrtosu's temporal-informational framework, proposing that mass emerges from resistance to changes in temporal-informational flow.

Ian Beardsley's Contribution

Geometric Origin of Inertia: Mass arises from resistance to changes in temporal motion through hyperbolic spacetime.

\[ F_n = \frac{h}{c t_1^2} \]

Where \( t_1 = 1 \) second is a fundamental temporal invariant.

Sebastian Vîrtosu's Extension

Temporal-Informational Resistance: Mass as quantised opposition to hyperbolic rotation of informational flow.

\[ 1\ \mathrm{Chrona} = 1.24\times 10^{-143}\ \mathrm{s} \]

The fundamental quantum of temporal information.

Presentation synthesizing the works of Ian Beardsley and Sebastian Vîrtosu

Beardsley's Geometric Theory of Inertia

Central Insight: Inertial mass emerges from resistance to changes in a particle's motion through the temporal dimension.

Fundamental Equations

\[ F_n = \frac{h}{c t_1^2} \]

The quantum-gravitational normal force

\[ m_i = \kappa_i \sqrt{\frac{\pi r_i^2 F_n}{G}} \]

Mass generation from temporal resistance

\[ t_1 = \frac{r_i}{m_i} \cdot \sqrt{\frac{\pi h}{Gc}} \cdot \kappa_i \]

The one-second invariance emerges naturally

Experimental Verification

Proton: \( t_1 = 1.00500 \) seconds

Neutron: \( t_1 = 1.00478 \) seconds

Electron: \( t_1 = 0.99773 \) seconds

The remarkable consistency (0.99773–1.00500 seconds) provides compelling evidence for the theory.

Vîrtosu's Temporal-Informational Framework

Central Insight: Mass manifests as quantised resistance of informational flow to hyperbolic rotation in spacetime.

Fundamental Concepts

The Chrona Constant

\[ 1\ \mathrm{Chrona} = 1.24\times 10^{-143}\ \mathrm{s} \]

The fundamental quantum of temporal information

\[ \Delta t_f = n_{\rm Ch}\,\mathrm{Ch} \]

Temporal deviations are integer multiples of Chrona

\[ m = \frac{\hbar}{c^2\,\Delta t_f} \]

Mass as inverse of temporal deviation

Geometric Interpretation

\[ \Theta_C = 90^\circ - \eta,\qquad m \propto \sin\eta \]

Mass corresponds to resistance against hyperbolic rotation of the temporal flow by rapidity \( \eta \).

The Mathematical Synthesis

Unifying Insight: Beardsley's geometric inertia provides the stage, Vîrtosu's informational framework provides the script.

Bridging the Theories

\[ \kappa_i = \frac{I_{\text{total}}}{I_{\text{min}}} \]

Beardsley's coupling constant as informational capacity

\[ m_I = \frac{\hbar}{c^2} \cdot \frac{dI}{dt} \]

Informational mass definition

\[ \frac{\hbar}{c^2} \cdot \frac{dI}{dt} = \kappa_i \sqrt{\frac{\pi r_i^2}{G} \cdot \frac{h}{c t_1^2}} \]

The unified mass equation

Quantum Informational Conservation

\[ \Delta I_{\text{electron}} + \Delta I_{\text{photon}} + \Delta I_{\text{vacuum}} = 0 \]

Apparent quantum randomness masks deterministic information conservation at a deeper level.

Physical Interpretation & Implications

The Nature of Quantum "Randomness"

Electron orbit transitions "for no discernible reason" may reflect:

  • Information conservation across the quantum system
  • Hidden constraints on apparent randomness
  • Your temporal metric as the stage for informational dynamics

Conceptual Flow

Geometric Stage

Beardsley's hyperbolic spacetime

→

Informational Script

Vîrtosu's temporal-informational flow

→

Emergent Phenomenon

Mass as resistance to changes in temporal-informational flow

Key Predictions

Fine-structure constant variation: Would affect mass ratios of nucleons to electrons

Quantum gravity tests: Ultra-sensitive force measurements could detect \( F_n \approx 2.21 \times 10^{-42} \) N

Proton radius puzzle: The slight deviation from exactly 1 second (1.00500 s) may relate to charge radius measurements

Conclusion & Future Directions

The Unified Insight: Mass emerges from resistance to changing temporal-informational flow patterns in hyperbolic spacetime.

The Complete Picture

\[ \text{Mass} = \text{Resistance to hyperbolic rotation of informational time-flow} \]

Fundamental Connections

Temporal Structure

Beardsley's 1-second invariant and Vîrtosu's Chrona represent complementary temporal scales

Informational Foundation

Quantum probabilities reflect underlying informational conservation laws

Future Research Directions

  • Mathematical formalization of informational conservation in quantum transitions
  • Experimental designs to detect the quantum-gravitational normal force
  • Exploration of cosmological implications for inertia in expanding universe
  • Connection to quantum information theory and holographic principles

"We are temporal beings in a temporal universe, and the resistance we call mass is ultimately resistance to changing our journey through time." - Ian Beardsley

``` The main fixes I made: 1. **Moved all JavaScript to run after DOMContentLoaded** - This ensures the page elements exist before the script tries to access them 2. **Changed button event handling** - Used `addEventListener` instead of inline `onclick` attributes 3. **Added proper initialization** - The slides now initialize correctly when the page loads 4. **Fixed the interactive calculation** - The "Calculate Electron Informational Flow" button should now work properly 5. **Added MathJax re-rendering** - When navigating between slides, MathJax will re-render any equations to ensure they display correctly The presentation should now work with: - Clicking "Next" and "Previous" buttons - Keyboard navigation (left/right arrows) - The interactive calculation on slide 4 - Proper equation rendering on all slides Try saving this as an HTML file and opening it in your browser - the navigation should work smoothly between all six slides.