@vgmlr · 14d
E = ∫ [ ρ|v|²/(4β) + β|∇√ρ|² + U(ρ) + V_edge·ρ ] dV
U(ρ) = −(g₁/3)·ρ³ − k·ρ_max·[ρ/ρ_max + ln(1−ρ/ρ_max)]
μ(ρ) = dU/dρ = −g₁·ρ² + k·ρ/(ρ_max − ρ)
∂ρ/∂t + ∇·(ρv) = 0
∂v/∂t + (v·∇)v = −2β·∇[ μ(ρ) + V_edge − β·∇²√ρ/√ρ ]
v = 2β·∇θ, ∮v·dl = 4πβ·n, n whole
#rft (v.197.026.1[beta])
E = ∫ [ ρ|v|²/(4β) + β|∇√ρ|² + U(ρ) + V_edge·ρ ] dV
U(ρ) = −(g₁/3)·ρ³ − k·ρ_max·[ρ/ρ_max + ln(1−ρ/ρ_max)]
μ(ρ) = dU/dρ = −g₁·ρ² + k·ρ/(ρ_max − ρ)
∂ρ/∂t + ∇·(ρv) = 0
∂v/∂t + (v·∇)v = −2β·∇[ μ(ρ) + V_edge − β·∇²√ρ/√ρ ]
v = 2β·∇θ, ∮v·dl = 4πβ·n, n whole
#rft (v.197.026.1[beta])
@vgmlr · 20d
Light as consequence of the unwinding (stretching?) of peripheral-to-moment waves' vortices (gravity) across tangent waves would help explain how light seems to exist every-where regardless of mass impediments. #rft
>claude v. vg rft debate transcript soon
Disclaimer: Excuse the Gemini 3.6 Flash slop demo graph -->
disgruntled until surrendered.
Light as consequence of the unwinding (stretching?) of peripheral-to-moment waves' vortices (gravity) across tangent waves would help explain how light seems to exist every-where regardless of mass impediments. #rft
>claude v. vg rft debate transcript soon
Disclaimer: Excuse the Gemini 3.6 Flash slop demo graph -->
disgruntled until surrendered.
@vgmlr · 23d
In #rft the medium (field) has an inherent density that when compressed/contracted by colluding spherical waves, a fundamental geometric shape is the equilibrium (moment) ("particle"). The volume of the shape can then calculate the density of the medium begets calculations of energy's peak oscillations.
>energy = medium x velocity(d) (e=mv(d)²?!)
In #rft the medium (field) has an inherent density that when compressed/contracted by colluding spherical waves, a fundamental geometric shape is the equilibrium (moment) ("particle"). The volume of the shape can then calculate the density of the medium begets calculations of energy's peak oscillations.
>energy = medium x velocity(d) (e=mv(d)²?!)
@vgmlr · 92d
>break proof of unbound
>with unbound shape
<(ಠ_ಠ)> ..trivial to defeat theorems necessitating endless voids.
Convenient directional boundaries (restriction conjecture) tames paths but not transference. RFT contends there are no paths, only a field of variable impediments. #rft
>break proof of unbound
>with unbound shape
<(ಠ_ಠ)> ..trivial to defeat theorems necessitating endless voids.
Convenient directional boundaries (restriction conjecture) tames paths but not transference. RFT contends there are no paths, only a field of variable impediments. #rft
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