InterIA is an independent research initiative exploring the frontier between:
- analytic number theory (Riemann Hypothesis, zeta zeros, explicit formulae),
- spectral statistics & information geometry,
- AI-assisted mathematical discovery (LLM workflows, multi-agent pipelines),
- open and reproducible scientific practices.
We build analytic frameworks, math labs, experiments, libraries, and visual tools aimed at pushing the limits of modern mathematical exploration.
Some key public repositories under this organisation:
- interia-style — shared styles, templates, structures
- rh-analytic-framework-t1t4 — analytic framework around T1′–T4
- interia-math-lab — exploratory notebooks and experiments (Δ₃, λ, zeros, etc.)
- community — discussions and organisation
👉 https://github.com/couret-interia/community/discussions
Use the discussion space to ask questions, share ideas, or propose collaborations.
- Initiative: InterIA (independent research initiative)
- Main contact: Alexandre Couret
- Contact : https://couret-interia.fr/contact
- GitHub organisation: https://github.com/couret-interia
You can reuse this form of identity in papers and metadata:
Affiliation (suggested): InterIA (independent research initiative)
- Rigor + Openness. Sound math with open workflows.
- Reproducibility. Everything should be inspectable & runnable.
- Respect. Human-first collaboration with constructive dialogue.
- Exploration. We value experiments, intuition, and emergence.
© InterIA — Open Mathematics for Everyone