David

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David

David

@DavidGauntletin

It's only a matter of time before my concepts show up in groundbreaking work from Bordeaux...again.

Columbus, OH Katılım Kasım 2025
75 Takip Edilen24 Takipçiler
David
David@DavidGauntletin·
The Bordeaux Shadow, a new novel I am working on. It's about a guy that comes out of his shell to steal another one.
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David
David@DavidGauntletin·
If I had of been a Dr of something, people would slap me on the back, shared it, or helped me with it, offering advice, tips, how to improve etc..but science is a clique, I can't even post on arXiv..not a single person, it's more disappointing than anything.
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David
David@DavidGauntletin·
And with that I abandon the platform the invisible X hole I can't seem to get out of, nobody reads, nobody comments, nobody shares, nope I'm pretty much on my own here, so I close the door, bye
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David
David@DavidGauntletin·
Would anyone vouch for me on arXiv?
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David@DavidGauntletin·
@NASASolarSystem,@NASA, @NASAJPL @NASAAmes @NASAAmes @NASAAmesAcademy Read: The distribution of period ratios in multi-planet systems shows a systematic displacement from the exact 2:1 mean-motion resonance. Using 1038 confirmed multi-planet systems from the NASA Exo- planet Archive (1555 adjacent pairs), we identify 56 pairs within the interval [2.000, 43/21] and measure their mean period ratio as ⟨R⟩ = 2.027±0.004 (boot- strap 95% CI), significantly above exact commensu- rability (p < 10−5 , Wilcoxon) and statistically consistent with our predicted value (p = 0.67, Wilcoxon). We derive a quantitative model for this offset. The symplectic transfer matrix T(k) governs near- resonant dynamics; at the stability boundary k = 2, it generates the Hamiltonian M¨obius map g(r) = 2 − 1/r, which drives ratios away from 2. We show that adding the unique linear state-dependent dissipation γ(r) = 3−r—stronger near resonance, vanishing far from it—converts g exactly into the Jacobsthal map f(r) = 1+2/r, whose iterates are the Jacobsthal ratios J(n+1)/J(n) converging to 2. The deviation identity J(n + 1)/J(n) − 2 = (−1)n/J(n) places the dominant low-order attractor above 2:1 at 43/21 = 2 + 1/21, defining a resonance window of width ∆ = 1/21. Spectral-edge depletion near the boundary distributes systems withinthis window as ρ(x) ∝ √ x, yielding ⟨R⟩ − 2 = 3 5 ∆ = 1 35 ≈ 0.02857, predicting ⟨R⟩ = 71/35 ≈ 2.0286. A KS test on the wider interval [1.95, 2.10] gives p = 0.80. Four independent lines of evidence support the framework: (i) REBOUND N-body migration simulations cluster at 43/21 = 2.048, not 2.000; (ii) TRAPPIST-1 non-adjacent period ratios align with Jacobsthal values (permutation p = 0.0004); (iii) the Beta Pictoris system architecture at 30– 36 AU matches the Jacobsthal framework, independently confirmed at 30–35 AU; (iv) Monte Carlo experiments confirm the √ ϵ edge exponent under migration-weighted ensembles. The model has no free parameters. doi.org/10.5281/zenodo…
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David
David@DavidGauntletin·
The only followers I've got is a bunch of fake women probably wanting me to send them money, yeah .closing x..
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David
David@DavidGauntletin·
Think I might close this down, nobody looks at anything...waste of time here.
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David
David@DavidGauntletin·
When you look in a mirror, what one is real? We chose the self and ignore the reflection...nature does not choose this, the only thing measurable in the room is the mirror itself
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