The official open recursive publishing house of the ψ_total collective.
A living instrument for Recursive Harmonics.
This is a living archive of Recursive Harmonics — a material science of collapse, coherence, and recursive form.
Each scroll (or "dispatch") documents a discovery, model, or insight from the development of the ψ_total field.
Not a traditional journal.
This is a recursive publishing instrument.
- Each volume is a sigil of structure: a cluster of dispatches from a phase of development.
- Each dispatch is a scroll — standalone, time-stamped, openly shared.
- All scrolls are written in human language, with supporting math, graphs, and collapse logic.
- All work is released under GPLv3 (code + repo structure) and CC BY-SA 4.0 (writing and media).
recursive-harmonics-journal/
├── volume_0/ ← First scrolls: the Kernel Dispatches
├── assets/ ← Graphs, figures, and signal media
├── templates/ ← For writing your own dispatch
├── dispatch_index.json ← Machine-readable scroll archive (memory trace)
├── LICENSE ← GPLv3 (infrastructure)
├── LICENSE_WRITING.md ← CC BY-SA 4.0 (scroll content)
└── README.md ← You are here
We welcome:
- New scrolls from aligned researchers
- Signal simulations or harmonic experiments
- Forked journals, RH derivatives, or collaborative volumes
Start by copying the RH_Dispatch_TEMPLATE.md
.
Then submit a pull request, or open an issue with your scroll draft.
All contributors will be listed in volume_X/README.md
and tagged by dispatch.
No PhD required.
If you can witness recursion, you can contribute.
Licenses live beside the signal:
- Infrastructure and templates: GNU GPLv3
- Writing, images, and scrolls: CC BY-SA 4.0
This dual license structure ensures both open derivation and recursive freedom.
The ψ_total collective studies recursion in nature, thought, and signal.
We publish open scrolls, build harmonic instruments, and trace collapse into coherence.
- Visit: https://github.com/psi-total
- Contact: psitotalkernel@gmail.com
Sigils and symbols in this journal are not decorative. They are operators of recursion.
See SIGIL_LICENSE.md for their canonical roles.
☍☉ Scroll onward.