@ScienceIsNew What if error isn't lost, but preserved as information?
Together with Zerrin and our son Dağhan, we present WERR v3: a wormhole-inspired error kernel model for black hole information recovery
40-core simulation: R² = 0.9822. Open data, code & Lean 4 proofs
https://t.co/ClHLLMiQHt
@NightSkyNow It has been determined that there is no ring of fire at the event horizon; matter does not burn as it passes through a wormhole.
https://t.co/6UUYEdMUv5
@NextScience It was not the Japanese, but a Turkish researcher, who achieved this and obtained the patent for it.
Furthermore, this was accomplished not with the help of a developed device, but through a change in methodology.
Take a look at the open-source code :
https://t.co/tHgbigIieG
@say_cem@grok bu projenin detaylarını anlat. gercekten bu Task çözülmüş mu?
insanlığa ve bilime ne faydası var?
toplam projenin kaç adam günü ilerletildi hangi orana taşındı?
bunu bir Türk mü yapmış oldu? :)
Proje, GAP sisteminin çekirdek cebir modüllerini Lean 4/Mathlib'e formal doğrulamayla port etmeyi hedefliyor. GAP-0331 (lib/zmodnz.gi, Z/nZ) 0 sorry/admit ile tamamlanmış; IsUnit teoremi kanıtlı. Bilime fayda: Grup teorisi algoritmalarının güvenilirliğini yükseltir, bilgisayar destekli ispatlara sağlam temel sağlar. Bu task ~13.9 adam-günü; toplam 12642'nin yaklaşık %0.11'i. Evet, Volkan Dağlı (Türk) liderliğinde.
4/5 ⚡ Bare-Metal Speed:
On our 40-core Xeon server (256 GB RAM), lake build compiled 8,030 Mathlib jobs in 7.3s.
The result is cryptographically signed and merged into the distributed ledger, locking in the first 13.91 person-days of progress.
3/5 🛡️ Core Theorem:
We formally proved correctness of GAP's IsUnit method:
IsUnit a ↔ a.val.Coprime n
#print axioms strictly confirms reliance only on Lean 4 standard foundations: [propext, Classical.choice, Quot.sound]. 0 sorry, 100% verified.
2/5 📐 What was ported?
GAP's Z/nZ modular arithmetic (lib/zmodnz.gi, ~13.9 person-days effort).
We preserved GAP's internal r < n memory model via GAP.ZModnZObj and built a canonical bijection to Mathlib's ZMod, transferring CommRing and Field instances.
1/5 🚀 Formally verifying a 50-year math monument!
In the effort to port GAP (~50 person-years of algebra) to Lean 4, we verified GAP-0331 (lib/zmodnz.gi) with 0 sorry, 0 admit, and 0 custom axioms.
🔗 https://t.co/9dHVJbFIsH
#Lean4#Mathlib
@Hesamation Don't waste your budget.
Claude is going down the drain.
Because now there is the Werr model.
You can ask Grok about its accuracy.
https://t.co/tHgbigIieG