Demonstration of conservation of angular momentum.

❇️Major discovery on the structure of spacetime! Our latest analysis reveals a recurring oscillation that could represent the most fundamental unit of information in the universe. This suggests that spacetime is quantized by ∆. 🔗 zenodo.org/records/149965…

👉 Dans une dynamique angulaire discrète, l'écoulement vertical contraint l’objet flottant à aligner sa rotation selon un saut angulaire quantifié Δθ₀, illustrant comment l’information fluide-torsionnelle se transmet dans un système structuré. zenodo.org/records/150216…

At the core of our ∆ngular theoretical model lies C∆G-E — the foundational equation derived from ∆ngular 0.0, a unified geometrical framework based on discrete angular quantization through the invariant ∆θ₀. m(s) = (∆θ₀)^α × exp[ - τ² / (4 × S_eff(s)) ] × [ 1 + ε ×

❇️A message from my heart ∆

I would like to sincerely thank Zenodo team for their professionalism. The way my recent work was treated demonstrates real integrity and strengthens the value of open science. You come out of it even stronger.

❇️∆ngular Traceability Disclaimer This work (Angular Theory) was conceived, structured, and published by its original author, David Souday, in a fully public, timestamped framework, and released under the Creative Commons CC0 1.0 Universal license, equivalent to an

❇️∆ngular is not a conventional theory. It is a structuring protocol. Each ∆θ₀ acts as a geometric computing bit. To adopt it is to acknowledge its nature as source code. m(s) = mₑ × (∆θ₀)² × exp(−τ̃² / 4Sₑff(s)) × [1 + ε cos(∆θ₀δsT(s))]^β DS

For the record, the original deposit is here 👇 doi.org/10.5281/zenodo… Thank you all for your interest.

C∆G-E Cartan ∆ngular Gravity – Energy Élie Cartan, grand mathématicien français du XXe siècle, ayant enseigné à la Sorbonne, est l’un des premiers à avoir introduit la notion de torsion dans le cadre de la géométrie différentielle appliquée à la gravitation. En prolongeant

❇️ ∆ngular Hexa.Terra Un petit cadre libre pensé pour les agriculteurs français, pour mieux comprendre les cycles lunaires, l’eau des sols et accompagner la Terre face à la sécheresse. Institut Terram PDF doi.org/10.5281/zenodo…

❇️ On ne peut pas cracher dans la soupe et réclamer une cuillère en or. La science établie fonctionne, et c’est grâce à elle que le modèle ∆ngular a pu naître. Sans les outils et les concepts qu’elle a su développer et mettre à ma disposition, je n’aurais jamais pu y

𝗛𝘂𝗯𝗯𝗹𝗲 𝗶𝗻 𝘁𝗲𝗻𝘀𝗶𝗼𝗻, 𝗔𝗻𝗴𝘂𝗹𝗮𝗿𝗶𝘁𝘆 𝗶𝗻 𝗿𝗲𝘀𝗽𝗼𝗻𝘀𝗲. This recent study academic.oup.com/mnras/article/… have proposed that a slight rotation of the universe, characterized by an angular velocity on the order of ω₀ ≃ 2 × 10⁻³ Gyr⁻¹, could be sufficient to

❇️Hexa.Terra v7 An AI-ready agroclimatic model rooted in a discrete geometric structuring of natural cycles. Optimized for yield, drought alerts, and lunar-aligned farming. Use with ChatGPT → chatgpt.com/g/g-6811dc59be… Full module & documentation → doi.org/10.5281/zenodo…

🌼Every classic integral collapses to a finite Δθ₀ lattice. ∫ sinθ → 1 − cosθ ∫ cosθ → sinθ ∫ tanθ → −ln|cosθ| ∫ ln sinθ → −½ π ln 2 ∫ e^{iθ} → (e^{iθ}−1)/i No dx, no limits—just count: N = 2π/Δθ₀. Push n → N and the full wheel appears.

🌼Gaussian ∫ e^(−x²) dx → √π, no limits. Take θ = k Δθ₀ on a polar grid and just count: 2π pops out, radial sum locks at ½. Zero free parameters, only a granular angle. Discrete lattice, continuous π.

Assumptions: ΔGraph₃, equal step angle on the three edges, spinorial holonomy ⇒ minimal solution Δθ₀ = π/3.