Difference between revisions of "Paper Symbols"

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* Rotation:AxisOrientation: <!--no latex--><span class="tex">ΔP<sub>u</sub> = τ<sub>u</sub><sup>actual</sup> − τ<sub>u</sub><sup>stochastically symmetric</sup></span><!--/no latex--><!--latex:\[\Delta P_{u} = \tau_{u}^{\mathrm{actual}} - \tau_{u}^{(\mathrm{stochastically\ symmetric})}\]-->
 
* Rotation:AxisOrientation: <!--no latex--><span class="tex">ΔP<sub>u</sub> = τ<sub>u</sub><sup>actual</sup> − τ<sub>u</sub><sup>stochastically symmetric</sup></span><!--/no latex--><!--latex:\[\Delta P_{u} = \tau_{u}^{\mathrm{actual}} - \tau_{u}^{(\mathrm{stochastically\ symmetric})}\]-->
  
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== Information / Energy (Potentials Φ)
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== Information / Energy (Potentials Φ) ==
  
 
=== Equilibrium conditions ===
 
=== Equilibrium conditions ===

Revision as of 19:09, 13 July 2026

The Primary Source of Reality

Fundamental Force (FF)

F₀

Elementary Field (EF)

𝓕 = F₀(A, n, χ, u; kA, kn, kχ, ku)

Total resistances

k𝓲 = k𝓲intr + k𝓲dyn

Event-point(s) (EP)

nn

Elementary Events (EE)

EE(𝑥,τ)= δ𝓕(𝑥,τ)

Response of the Field

EE(𝑥,τ)= δ𝓕(𝑥,τ) = Resp𝓕(𝑥,τ; F₀, kA, kn, kχ, ku)

Aspects

?

Elementary Action

EA = (ΔPA, ΔPn, ΔPχ, ΔPu)

ΔP𝓲 = τ𝓲actual − τ𝓲stochastically\ symmetric

Modes / Components

  • Perturbation: ΔPA = τAactual − τAstochastically symmetric
  • Translation: ΔPn = τnactual − τnstochastically symmetric
  • Rotation:Chirality: ΔPχ = τχactual − τχstochastically symmetric
  • Rotation:AxisOrientation: ΔPu = τuactual − τustochastically symmetric

Information / Energy (Potentials Φ)

Equilibrium conditions

𝓒M = 𝓒(ΔPA) = 0

𝓒A = 𝓒(ΔPn) = 0

𝓒E = 𝓒(ΔPχ) = 0

𝓒B = 𝓒(ΔPu) = 0

Diffuse solutions

ΦM, ΦA, ΦE, ΦB ∈ Sol(𝓒)