Discussion, questions, and collaboration for this project are hosted in our central community repo:
👉 gatanegro/community
- Share discoveries, suggestions, and ideas.
- Ask questions about the research.
- Fork this repo to continue your own work—direct changes are not permitted.
You must have a GitHub account to participate in discussions.
This repository contains original research, mathematics, and unconventional approaches.
Please do not submit pull requests or issues requesting changes.
If you wish to pursue related research, fork this repository and continue independently.
Note: Apparent errors or unconventional methods are intentional and part of new theoretical work.
The recursive, structured, and chaotic properties of the Collatz-Octave model make it a potential breakthrough in cryptography. Why the Collatz-Octave Model is Cryptographically Powerful High Complexity & Chaos: Hard to reverse without knowing octave jumps. Scalability & Flexibility: Works for encryption, hashing, key exchange, and ZKPs. Quantum-Resistant: Not based on integer factorization or discrete logs. Self-Optimizing: Recursive structures allow for adaptive security mechanisms.
You can colaborate forward to make it better... Thank you