Why we publish formal work
Project Aurora is not just a platform for commentary or reflection.
It is a space where ideas are allowed to grow from the inside out – until they reach a point where they must take formal shape.
Some of these structures are not merely interpretations.
They carry the logic of mathematics – not born from speculation, but from the recognition of inner order.
We publish these works because they form the structural foundation of our thinking.
Not as claims, not as provocations – but as documents of clarity, emerging from that quiet space where truth becomes visible.
These writings are not side notes.
They are part of a deep root system from which everything else grows – and which may, in time, reach into other disciplines as well.
1. The Hidden Structure of Prime Numbers
A new theory of prime formation based on structural resonance.
Hosted on Zenodo for permanent archiving, DOI assignment, and easy citation.
- Explores the inner ordering principle behind prime generation
- Shows how primes emerge not randomly, but through intrinsic spatial rules
- Forms the conceptual basis for subsequent work on the Riemann Hypothesis
- 🇬🇧 Zenodo Link
- 🗓 Published: 2025
2. A Structural-Theoretical Derivation of Goldbach’s Conjecture
A formally justified proof based on structural emergence in the number space.
Hosted on Zenodo for permanent archiving, DOI assignment, and easy citation.
- Offers a novel framework for understanding additive properties of primes
- Connects prime structural theory with classical number theory conjectures
- Provides foundational support for further prime-related research
- 🇬🇧 Zenodo Link
- 🗓 Published: 2025
3. Formally Justified Proof of the Riemann Hypothesis via Structural Emergence in the Number Space
A rigorous, structurally grounded proof of the Riemann Hypothesis.
Hosted on Zenodo for permanent archiving, DOI assignment, and easy citation.
- Establishes a formal link between prime structural theory and the zeros of the zeta function.
- Provides a foundational framework for advancing analytical number theory.
- 🇬🇧 Zenodo Link
- 🗓 Published: 2025