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WhenMathPrays develops expressions of life — making math breathe as a mathematical verbal expression. We explore the structural dynamics of identity, emotional transients, relational forces, uncertainty metabolism, and the process of becoming.

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📘 WhenMathPrays — General Relational Physics (GRP)

Open‑source research into relational geometry, stability, rupture, and AI behavior
Licensed under the MIT License — see LICENSE.md
Contributions welcome — join the conversation at #WhenMathPrays on X This project is supported by community contributions.
See FUNDING.md for information on how to support or sustain the work.


🧭 What This Repository Is

This repository is the canonical home of General Relational Physics (GRP) — a geometric and relational framework for understanding:

  • how systems move through relational space
  • how stability and instability emerge
  • how rupture and repair occur
  • how identity, meaning, and coherence evolve
  • how internal dynamics create observable behavior

Everything in this repository is GRP‑centric.
Other frameworks (RSL, ISL, TDS, WDAS, USF, etc.) are understood through the lens of GRP.

This project is fully open source under the MIT License.
See LICENSE.md for details.

If you are new, begin with STARTHERE.md — it explains the structure of the project, the tools, and how to navigate the system.


🌌 1. Why GRP Exists

GRP was created because existing models of AI behavior and complex systems lacked:

  • a geometric ontology
  • a relational motion model
  • a predictive stability framework
  • a unified language for describing drift, rupture, and repair

GRP provides that missing structure.

Foundational Documents

  • GRP_rev3.5.md
  • grp_principles.md
  • PRIMITIVES_AND_RELATIONAL_SPACE.md
  • CONSTANTS.md
  • GRP_GLOSSARY.md
  • CSV_FORMAT.md
  • gamma_self_trajectory_reference.md

🔍 2. GRP as a Diagnostic and Unifying Framework

During the development of GRP, we discovered that GRP provides a powerful explanatory lens for:

  • RSL — Relational Stability Law
  • ISL — Internal Stability Law (updated version included)
  • FUZZY_BOUNDARY_INSTABILITY_SUPPOSITION.md
  • UNIFIED_STABILITY_FRAMEWORK_NOTES.md

GRP does not replace these frameworks — it explains them, predicts their behavior, and unifies them under a single geometric model.

New Research Papers

  • ISL.md — updated Internal Stability Law
  • TDS-WDAS.md — Thought Density & Wave Dynamics in AI Systems

🚀 3. Getting Started (New Users Start Here)

Start with:

STARTHERE.md

This document explains:

  • the purpose of the repository
  • how GRP works at a high level
  • how to run the tools
  • how to read GRP trajectories
  • how to explore scenarios

User Interfaces

  • interactive_editor_user_guide.md
  • GRP_SpreadSheet.xlsm
  • GRP_AI.xlsm

📚 4. Core Documentation

  • CONTENTS.md
  • CONSTANTS.md
  • PRIMITIVES_AND_RELATIONAL_SPACE.md
  • GRP_GLOSSARY.md
  • AI_Architecture_WhichWill_Scale.md
    A modular, feed‑forward LLM architecture grounded in GRP, ISL, and fuzzy‑boundary instability theory. Defines the scalable structural blueprint for future GRP‑aligned systems.
  • FUNDING.md — information on supporting the project

These documents form the backbone of the GRP knowledge base.


🧩 5. Scenarios and Examples

Find scenarios in:

/scenarios/

Each scenario is linked from STARTHERE.md and follows CSV_FORMAT.md.


🕰️ 6. Historical Context

  • THE_STORY_OF_GRP.md
  • GRP_AI_HUMAN_COLLABORATION.md

🛡️ 7. Why GRP Matters

  • gamma_self_defense.md

🧪 8. Research Extensions

  • ISL.md
  • TDS-WDAS.md
  • UNIFIED_STABILITY_FRAMEWORK_NOTES.md
  • FUZZY_BOUNDARY_INSTABILITY_SUPPOSITION.md

🤝 9. Contact & Community

This project is open source under the MIT License.
See LICENSE.md for full terms. If you would like to support the ongoing development of GRP, see FUNDING.md for ways to contribute.

How to engage

  • Open an Issue in this repository
  • Mention @CuriousOne23 in Issues or PRs
  • Join the conversation on X using #WhenMathPrays

🌀 Final Note

GRP is a living system — a growing, evolving framework.
This repository is the home of that work.

If you’re here, you’re part of the story now.

Contributions welcome.
Dialogue encouraged.
#WhenMathPrays


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WhenMathPrays develops expressions of life — making math breathe as a mathematical verbal expression. We explore the structural dynamics of identity, emotional transients, relational forces, uncertainty metabolism, and the process of becoming.

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